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		<id>https://www.designingbuildings.co.uk/wiki/Housing_contribution_to_regeneration</id>
		<title>Housing contribution to regeneration</title>
		<link rel="alternate" type="text/html" href="https://www.designingbuildings.co.uk/wiki/Housing_contribution_to_regeneration"/>
				<updated>2023-01-04T16:05:30Z</updated>
		
		<summary type="html">&lt;p&gt;Kahhhtchi: &lt;/p&gt;
&lt;hr /&gt;
&lt;div&gt;This article needs more work. To help develop this article, click 'Edit this article' above.&lt;br /&gt;
&lt;br /&gt;
This article is a preprint of Kahachi &amp;amp;amp; Jalil, 2017. 'Housing Contribution to Urban Regeneration - A case study of the Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit in UK Wales', The Iraqi Journal of Architecture and Planning, 16(3), pp. 55-68.&lt;br /&gt;
&lt;br /&gt;
= Introduction =&lt;br /&gt;
&lt;br /&gt;
Urban regeneration is becoming increasingly important given the failure of other approaches to address modern economic and social problems caused by capitalisation, urban growth and urbanisation phenomenon such; as social inequity, migration, health, poverty, hunger and the lack of jobs, skills and education.&lt;br /&gt;
&lt;br /&gt;
Urban regeneration is seen as a potential solution through its roles in promoting the different environmental, economic, social and health benefits. However, there is no single prescribed form of urban regeneration practise. Urban regeneration schemes differ in terms of their size, type and the parties involved. According to Couch, Urban regeneration began in the UK as the responsibility of the public sector in the 1960s. However this changed during the 1980s when economic growth became the main focus of urban regeneration. Brownill, argues that during this period public money was used through the market for deliver regeneration.&lt;br /&gt;
&lt;br /&gt;
New policies in the 1990s and at the beginning of the 21st century focused on achieving public regeneration through public-private partnership, however the most recent policies attempt to go beyond that and involve local communities in the regeneration process via social enterprises, non-governmental organisations (NGOs), community based organisations (CBOs), and resident groups.&lt;br /&gt;
&lt;br /&gt;
= Definition =&lt;br /&gt;
&lt;br /&gt;
According to Tallon, urban regeneration is “...a comprehensive and integrated vision and action which leads to the resolution of urban problems and which seeks to bring about a lasting improvement in the economic, physical, social and environmental conditions of an area that has been subject to change&amp;amp;quot;.&lt;br /&gt;
&lt;br /&gt;
It is possible to divide urban regeneration into four different areas of focus which form the different aspects of society normally targeted:&lt;br /&gt;
&lt;br /&gt;
# Economic: This is concerned with income, job creation, employment, employability, skills, and development.&lt;br /&gt;
# Social/cultural: such as education, crime, health, quality of life, housing, quality of public services.&lt;br /&gt;
# Physical/environmental: This includes the built and natural environment, infrastructure, transport and communications.&lt;br /&gt;
# Governance: This is related to the nature of engagement of the local community in local decision-making, involvement of other groups, and the style of leadership.&lt;br /&gt;
&lt;br /&gt;
Housing has a significant role to play in urban regeneration because, firstly, it is an important part of the social/cultural dimension of regeneration, and secondly, because it is directly related to the wellbeing and welfare of communities. However, housing can contribute to regeneration indirectly due to its relationship with other economic, governance and physical/environmental issues.&lt;br /&gt;
&lt;br /&gt;
Housing contributions to urban regeneration can be divided into direct contributions and indirect contributions or what might be called Housing Plus. The two different types of contributions have effects at the national, local and individual levels. Although it is difficult to separate these contributions from each other because there is such a strong relationship between them, it is important to introduce them separately to be able to understand the benefits and constraints of each, and how they are related to regeneration and housing.&lt;br /&gt;
&lt;br /&gt;
= Housing Direct Contributions to Regeneration: =&lt;br /&gt;
&lt;br /&gt;
== The housing market and affordable housing: ==&lt;br /&gt;
&lt;br /&gt;
Affordable housing is a key issue for achieving urban regeneration success. Affordable housing can be delivered using a number of mechanisms that can involve both the public and private sector. The best-known mechanisms are tax subsidies to home owners and private investors, support plans for private renting, public housing and housing vouchers.&lt;br /&gt;
&lt;br /&gt;
According to Tallon, “...The demand on housing especially affordable housing in a city is a symbol of success”. If there is a successful economy in a city, companies will tend to move there, which means more job opportunities and so an influx of workers. However, if there is a very high level of demand for housing, and low level of supply, housing prices will rise and so there is likely to be less affordable housing available. As a consequence, workers’ wages may increase resulting in companies relocating elsewhere. Alternatively, if housing supply exceeds demand, housing prices decrease causing major problems to the housing market and thus the whole economic system in the area.&lt;br /&gt;
&lt;br /&gt;
In addition, affordable housing can deliver social equity and self-confidence, as more people can attain a stable life style. By increasing self-confidence, people can be more motivated to achieve a higher quality of life, education, participation in the community and health.&lt;br /&gt;
&lt;br /&gt;
== Key to health and wellbeing: ==&lt;br /&gt;
&lt;br /&gt;
Housing plays a vital role in the health and wellbeing of a society. Housing quality can dramatically affect not only the physical, mental and social health of the household who are using this housing unit, but it often exceeds that by affecting other households in an area or even the whole community. Smith argues “...certain housing environments are directly harmful to public health.” There are direct links between health and housing quality, including; air quality, space standards, domestic noise, food storage facilities, sanitation, damp, cold and mould.&lt;br /&gt;
&lt;br /&gt;
Evans suggested that noise, crowding, spatial hierarchy, territoriality, distance, natural elements and architecture all have major effects on mental health. If good housing is provided then it is possible to reduce criminal behaviour and thus improve community behaviour and lifestyle as a whole.&lt;br /&gt;
&lt;br /&gt;
Ma also suggested that there are direct linkages between housing instability and food insecurity with health care access especially for the children of low-income households. Families with housing and diet related problems tend to not take their children to special health centres and so problems become more serious.&lt;br /&gt;
&lt;br /&gt;
== Environmental sustainability: ==&lt;br /&gt;
&lt;br /&gt;
Housing can play a significant role in achieving environmental sustainability. Apart from its direct effects on health, sustainable housing means less damage on the environment which can lead not only to a better quality of life for the present generation, but also for future generations. According to Stewart, there was a very high level of energy inefficiency in British homes, and although most local authorities started programmes to limit this inefficiency, the overall use of energy is not declining.&lt;br /&gt;
&lt;br /&gt;
It is possible to improve the sustainability of housing by creating standards and restrictions such as housing energy efficiency standards, promoting the use of renewable energy, the creation of houses and neighbourhoods with more sustainable infrastructure systems, as well as, planning and implementing effective schemes to control and monitor housing efficiency.&lt;br /&gt;
&lt;br /&gt;
Housing, and especially affordable housing, is considered a key element in creating social equity, health and wellbeing. It can be used to improve public status and public health as well as reducing physical, mental and social problems. Housing regeneration plans and housing quality standards such as the Welsh Housing Quality Standards (WHQLS) can help achieve these goals more effectively. However, significant issues remain in the method of delivery and monitoring and the level of involvement of different parties in decision making.&lt;br /&gt;
&lt;br /&gt;
= Housing Indirect Contributions to Regeneration (Housing Plus): =&lt;br /&gt;
&lt;br /&gt;
Housing can also contribute to regeneration indirectly. These contributions are often seen as being as important as the direct contributions.&lt;br /&gt;
&lt;br /&gt;
Housing is often seen as a process rather than an end product. Governments, local authorities, NGOs and CBOs see the housing process as an opportunity to recruit people to provide them with skills, and to achieve environmental and governance benefits.&lt;br /&gt;
&lt;br /&gt;
== Public Procurement: ==&lt;br /&gt;
&lt;br /&gt;
The process of public procurement is one of the key contributions to regeneration. As well as helping with ‘...the provision of decent housing, bringing empty houses back to the market, housing market restructuring, achieving quality of life for households, promoting health and education of the people’, it is possible to maximise the benefits by delivering education, health, jobs, skills, employment, development and higher levels of employability throughout implementing public procurement programmes.&lt;br /&gt;
&lt;br /&gt;
Clapham suggests that through encouraging housing investments on different levels, it is possible to reduce unemployment both on the national and local levels throughout the creation of new job opportunities. Housing can also offer local and individual benefits such as providing people with skills and achieving welfare. To do this however, it is important that public procurement provides these workers with sufficient training first.&lt;br /&gt;
&lt;br /&gt;
Housing organised through public procurement can also be used to promote improvement in the local economy by encouraging the use of local materials and services, or by using mechanisms which promote local firms and factories through partnerships with larger organisations.&lt;br /&gt;
&lt;br /&gt;
== Environmental Benefits: ==&lt;br /&gt;
&lt;br /&gt;
It is also possible to achieve further environmental benefits by using public procurement. This can be done by:&lt;br /&gt;
&lt;br /&gt;
* Promoting the use of local recyclable building materials&lt;br /&gt;
* Limiting the type of machinery and utilities used in the construction process.&lt;br /&gt;
* Restricting methods of recycling waste and demolition materials.&lt;br /&gt;
&lt;br /&gt;
Furthermore, by involving local residence and organisations, it is possible to increase understanding and the awareness of environment issues.&lt;br /&gt;
&lt;br /&gt;
According to Haughton, sustainable development involves five equity principles;&lt;br /&gt;
&lt;br /&gt;
* Inter-generational equity, or as drawn from the Brundtland definition of sustainable development “Development which meets the needs of the present without compromising the ability of future generations to meet their own needs”.&lt;br /&gt;
* Social equity and social justice.&lt;br /&gt;
* Geographical equity.&lt;br /&gt;
* Procedural equity.&lt;br /&gt;
* Inter-species equity.&lt;br /&gt;
&lt;br /&gt;
== Tenant Control and Community Governance: ==&lt;br /&gt;
&lt;br /&gt;
There are three main benefits to involving tenants and other stakeholders in the housing development plan:&lt;br /&gt;
&lt;br /&gt;
* By considering future households’ opinions, it is possible to avoid obstacles which might otherwise appear later.&lt;br /&gt;
* By involving different people in the process, they will feel connected to the regeneration programme and are likely to be more trusting of the process.&lt;br /&gt;
* The involvement of local people in the decision making process will often lead to a better understanding and awareness of the type and size of the challenges for both the government and the local people themselves.&lt;br /&gt;
&lt;br /&gt;
Community governance, sometimes means shifting some the responsibilities of housing to the private sector. This can include full responsibility such as in the stock transfer in Wales between local authorities and local non-profit organisations, or part of the responsibilities such as housing maintenance. It can even attract private investment as Clapham suggested “...the attraction of the transfer is that it can make private finance available for regeneration, thus making the available public money stretch further”'.&lt;br /&gt;
&lt;br /&gt;
However it can be argued that by shifting responsibilities to the private sector, local authorities might find it difficult to control housing and that new control system may be required. Furthermore this type of governance needs high levels of accountability. Collier asks, “Who is accountable? To whom are they accountable? For what are they accountable?” It is very important that the right criteria are adopted in the selection of partners.&lt;br /&gt;
&lt;br /&gt;
= Case Study: The Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit =&lt;br /&gt;
&lt;br /&gt;
The ‘Welsh Housing quality Standards’ (WHQS) and the ‘Can Do Toolkit’ introduced by the Welsh Housing assembly and Inform to Involve respectively, create a complete housing programme in Wales.&lt;br /&gt;
&lt;br /&gt;
While the WHQS attempts to ensure that all housing stock owned by local authorities and registered social landlords (RSLs) in Wales achieve specific standards by 2012 and then maintain that standard over a 30 year period. This is intended to guarantee a higher level of quality of life by addressing health, social, environmental and safety issues.&lt;br /&gt;
&lt;br /&gt;
The complementary Can Do Tollkit is intended to deliver greater regeneration benefits, such as providing employment, skills, education, environmental benefits, encouraging local contractors and local industries, and so on, Inform2Involve describes that as...&lt;br /&gt;
&lt;br /&gt;
providing local people with:&lt;br /&gt;
&lt;br /&gt;
* Learning, skills, employment and enterprise,&lt;br /&gt;
* Physical improvement of communities,&lt;br /&gt;
* Developing community property assets, and&lt;br /&gt;
* Eradicating fuel poverty and reducing the carbon footprint of existing and new buildings.&lt;br /&gt;
&lt;br /&gt;
Although the whole programme of WHQS, WHQS plus and the ‘Can Do Toolkit’ is not expected to meet its goals by 2012, it is nonetheless possible to see measurable benefits in creating communities and delivering urban regeneration. By demanding minimum standards, it is possible to achieve environmental sustainability and to tackle physical, mental and social issues. However, other benefits such as providing job opportunities for local people, employment, skills improvements and so on, are generally difficult or expensive to measure. Without the appropriate monitoring and evaluation techniques, it is difficult to assess the success of the programme.&lt;br /&gt;
&lt;br /&gt;
Other difficulties include changing the profile of local skills, by training and using local people for jobs in social housing or construction, which then disappear at the end of the programme. There are also concerns about how this programme can affect neighbouring deprived areas which do not have a regeneration programme and may have decreasing housing demand or falling population.&lt;br /&gt;
&lt;br /&gt;
= Conclusions =&lt;br /&gt;
&lt;br /&gt;
Housing can make a major contribution to urban regeneration, and it is vital for housing be considered in each regeneration plan and its potential implications to be observed closely when planning for any regeneration plan.&lt;br /&gt;
&lt;br /&gt;
However, whilst housing can contribute positively to regeneration programmes by enhancing the quality of life and wellbeing of a community through providing jobs, skills, employment, employability, health, equity and economic improvements and so on, it does have constraints. The main positive impacts and the constraints associated with each of them are summarised in the table below.&lt;br /&gt;
&lt;br /&gt;
Type&lt;br /&gt;
&lt;br /&gt;
Housing Contribution&lt;br /&gt;
&lt;br /&gt;
Potential Positive Impacts&lt;br /&gt;
&lt;br /&gt;
Issues and Constraints&lt;br /&gt;
&lt;br /&gt;
Direct Contributions&lt;br /&gt;
&lt;br /&gt;
Housing market and Affordable housing&lt;br /&gt;
&lt;br /&gt;
Equity, Self-Confidence, Education, Economic improvements…etc.&lt;br /&gt;
&lt;br /&gt;
Delivering technique, Type, Demand-Supply balance, Control, Planning…etc.&lt;br /&gt;
&lt;br /&gt;
Key to health and wellbeing&lt;br /&gt;
&lt;br /&gt;
Improving health, Crime reduction, Decrease the impacts of hunger…etc.&lt;br /&gt;
&lt;br /&gt;
Controlling technique e.g. Housing Standards, Who is Involved, Monitoring…etc.&lt;br /&gt;
&lt;br /&gt;
Environmental Sustainability&lt;br /&gt;
&lt;br /&gt;
Reduce impacts on Environment, Health improvement, Promoting good environmental public concern, Sustainable infrastructure…etc.&lt;br /&gt;
&lt;br /&gt;
Controlling and Monitoring techniques e.g. Housing Standards, Who is Involved, Efficiency versus Cost…etc.&lt;br /&gt;
&lt;br /&gt;
Indirect Contributions&lt;br /&gt;
&lt;br /&gt;
Public Procurement&lt;br /&gt;
&lt;br /&gt;
Provision of Jobs, Skills, Employment, Education, Employability, Health and Social levels improvement, Local economic and production promotion…etc.&lt;br /&gt;
&lt;br /&gt;
Difficult to attract companies, Monitoring and Evaluation challenges, Way of delivery, Speed…etc.&lt;br /&gt;
&lt;br /&gt;
Environmental Benefits&lt;br /&gt;
&lt;br /&gt;
Environment promotion, Increase local residents environmental awareness, Equity…etc.&lt;br /&gt;
&lt;br /&gt;
Difficult to evaluate, Environment versus Cost, Difficulties in attracting companies, Level of involvement and how?&lt;br /&gt;
&lt;br /&gt;
Tenant Control and Community Governance&lt;br /&gt;
&lt;br /&gt;
Overcome different obstacles before it starts, Earning community trust and thus support, Control or even stop corruption, Increase public awareness and understanding, attract private investments…etc.&lt;br /&gt;
&lt;br /&gt;
Who is involved, Level of involvement, accountability and trust, Identify responsibilities…etc.&lt;br /&gt;
&lt;br /&gt;
= Related articles on Designing Buildings Wiki =&lt;br /&gt;
&lt;br /&gt;
* Access and inclusion in the built environment: policy and guidance.&lt;br /&gt;
* Beta City :Temporary, Collaborative City Design British post-war mass housing&lt;br /&gt;
* Changing lifestyles.&lt;br /&gt;
* Consultation process.&lt;br /&gt;
* City Beautiful.&lt;br /&gt;
* Estate Regeneration National Strategy.&lt;br /&gt;
* Fuel poverty.&lt;br /&gt;
* Housing associations.&lt;br /&gt;
* Inclusive design.&lt;br /&gt;
* ISO 22341:2021.&lt;br /&gt;
* Quantifying the health benefits of the Decent Homes programme FB 64&lt;br /&gt;
* Regeneration.&lt;br /&gt;
* Smart cities.&lt;br /&gt;
* Stakeholders.&lt;br /&gt;
* Sustainability.&lt;br /&gt;
&lt;br /&gt;
[[Category:Articles_needing_more_work]] [[Category:DCN_Commentary]] [[Category:DCN_Definition]] [[Category:DCN_Guidance]] [[Category:Theory]]&lt;/div&gt;</summary>
		<author><name>Kahhhtchi</name></author>	</entry>

	<entry>
		<id>https://www.designingbuildings.co.uk/wiki/Housing_contribution_to_regeneration</id>
		<title>Housing contribution to regeneration</title>
		<link rel="alternate" type="text/html" href="https://www.designingbuildings.co.uk/wiki/Housing_contribution_to_regeneration"/>
				<updated>2023-01-04T16:01:07Z</updated>
		
		<summary type="html">&lt;p&gt;Kahhhtchi: &lt;/p&gt;
&lt;hr /&gt;
&lt;div&gt;This article needs more work. To help develop this article, click 'Edit this article' above.&lt;br /&gt;
&lt;br /&gt;
This article is a preprint of Kahachi &amp;amp;amp; Jalil, 2017. 'Housing Contribution to Urban Regeneration - A case study of the Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit in UK Wales', The Iraqi Journal of Architecture and Planning, 16(3), pp. 55-68.&lt;br /&gt;
&lt;br /&gt;
= Introduction =&lt;br /&gt;
&lt;br /&gt;
Urban regeneration is becoming increasingly important given the failure of other approaches to address modern economic and social problems caused by capitalisation, urban growth and urbanisation phenomenon such; as social inequity, migration, health, poverty, hunger and the lack of jobs, skills and education.&lt;br /&gt;
&lt;br /&gt;
Urban regeneration is seen as a potential solution through its roles in promoting the different environmental, economic, social and health benefits. However, there is no single prescribed form of urban regeneration practise. Urban regeneration schemes differ in terms of their size, type and the parties involved. According to Couch (1990), Urban regeneration began in the UK as the responsibility of the public sector in the 1960s. However this changed during the 1980s when economic growth became the main focus of urban regeneration. Brownill, (1999) argues that during this period public money was used through the market for deliver regeneration.&lt;br /&gt;
&lt;br /&gt;
New policies in the 1990s and at the beginning of the 21st century focused on achieving public regeneration through public-private partnership (Hall, 2006), however the most recent policies attempt to go beyond that and involve local communities in the regeneration process via social enterprises, non-governmental organisations (NGOs), community based organisations (CBOs), and resident groups.&lt;br /&gt;
&lt;br /&gt;
= Definition =&lt;br /&gt;
&lt;br /&gt;
According to Tallon (2010) urban regeneration is “...a comprehensive and integrated vision and action which leads to the resolution of urban problems and which seeks to bring about a lasting improvement in the economic, physical, social and environmental conditions of an area that has been subject to change&amp;amp;quot;.&lt;br /&gt;
&lt;br /&gt;
It is possible to divide urban regeneration into four different areas of focus which form the different aspects of society normally targeted:&lt;br /&gt;
&lt;br /&gt;
# Economic: This is concerned with income, job creation, employment, employability, skills, and development.&lt;br /&gt;
# Social/cultural: such as education, crime, health, quality of life, housing, quality of public services.&lt;br /&gt;
# Physical/environmental: This includes the built and natural environment, infrastructure, transport and communications.&lt;br /&gt;
# Governance: This is related to the nature of engagement of the local community in local decision-making, involvement of other groups, and the style of leadership.&lt;br /&gt;
&lt;br /&gt;
Housing has a significant role to play in urban regeneration because, firstly, it is an important part of the social/cultural dimension of regeneration, and secondly, because it is directly related to the wellbeing and welfare of communities. However, housing can contribute to regeneration indirectly due to its relationship with other economic, governance and physical/environmental issues.&lt;br /&gt;
&lt;br /&gt;
Housing contributions to urban regeneration can be divided into direct contributions and indirect contributions or what might be called Housing Plus. The two different types of contributions have effects at the national, local and individual levels. Although it is difficult to separate these contributions from each other because there is such a strong relationship between them, it is important to introduce them separately to be able to understand the benefits and constraints of each, and how they are related to regeneration and housing.&lt;br /&gt;
&lt;br /&gt;
= Housing Direct Contributions to Regeneration: =&lt;br /&gt;
&lt;br /&gt;
== The housing market and affordable housing: ==&lt;br /&gt;
&lt;br /&gt;
Affordable housing is a key issue for achieving urban regeneration success. Affordable housing can be delivered using a number of mechanisms that can involve both the public and private sector. The best-known mechanisms are tax subsidies to home owners and private investors, support plans for private renting, public housing and housing vouchers.&lt;br /&gt;
&lt;br /&gt;
According to Tallon (2010), “...The demand on housing especially affordable housing in a city is a symbol of success”. If there is a successful economy in a city, companies will tend to move there, which means more job opportunities and so an influx of workers. However, if there is a very high level of demand for housing, and low level of supply, housing prices will rise and so there is likely to be less affordable housing available. As a consequence, workers’ wages may increase resulting in companies relocating elsewhere. Alternatively, if housing supply exceeds demand, housing prices decrease causing major problems to the housing market and thus the whole economic system in the area.&lt;br /&gt;
&lt;br /&gt;
In addition, affordable housing can deliver social equity and self-confidence, as more people can attain a stable life style. By increasing self-confidence, people can be more motivated to achieve a higher quality of life, education, participation in the community and health.&lt;br /&gt;
&lt;br /&gt;
== Key to health and wellbeing: ==&lt;br /&gt;
&lt;br /&gt;
Housing plays a vital role in the health and wellbeing of a society. Housing quality can dramatically affect not only the physical, mental and social health of the household who are using this housing unit, but it often exceeds that by affecting other households in an area or even the whole community. Smith (1990) argues “...certain housing environments are directly harmful to public health.” There are direct links between health and housing quality, including; air quality, space standards, domestic noise, food storage facilities, sanitation, damp, cold and mould.&lt;br /&gt;
&lt;br /&gt;
Evans (2003) suggested that noise, crowding, spatial hierarchy, territoriality, distance, natural elements and architecture all have major effects on mental health. If good housing is provided then it is possible to reduce criminal behaviour and thus improve community behaviour and lifestyle as a whole.&lt;br /&gt;
&lt;br /&gt;
Ma (2008) also suggested that there are direct linkages between housing instability and food insecurity with health care access especially for the children of low-income households. Families with housing and diet related problems tend to not take their children to special health centres and so problems become more serious.&lt;br /&gt;
&lt;br /&gt;
== Environmental sustainability: ==&lt;br /&gt;
&lt;br /&gt;
Housing can play a significant role in achieving environmental sustainability. Apart from its direct effects on health, sustainable housing means less damage on the environment which can lead not only to a better quality of life for the present generation, but also for future generations. According to Stewart (2001), there was a very high level of energy inefficiency in British homes, and although most local authorities started programmes to limit this inefficiency, the overall use of energy is not declining.&lt;br /&gt;
&lt;br /&gt;
It is possible to improve the sustainability of housing by creating standards and restrictions such as housing energy efficiency standards, promoting the use of renewable energy, the creation of houses and neighbourhoods with more sustainable infrastructure systems, as well as, planning and implementing effective schemes to control and monitor housing efficiency.&lt;br /&gt;
&lt;br /&gt;
Housing, and especially affordable housing, is considered a key element in creating social equity, health and wellbeing. It can be used to improve public status and public health as well as reducing physical, mental and social problems. Housing regeneration plans and housing quality standards such as the Welsh Housing Quality Standards (WHQLS) can help achieve these goals more effectively. However, significant issues remain in the method of delivery and monitoring and the level of involvement of different parties in decision making.&lt;br /&gt;
&lt;br /&gt;
= Housing Indirect Contributions to Regeneration (Housing Plus): =&lt;br /&gt;
&lt;br /&gt;
Housing can also contribute to regeneration indirectly. These contributions are often seen as being as important as the direct contributions.&lt;br /&gt;
&lt;br /&gt;
Housing is often seen as a process rather than an end product. Governments, local authorities, NGOs and CBOs see the housing process as an opportunity to recruit people to provide them with skills, and to achieve environmental and governance benefits.&lt;br /&gt;
&lt;br /&gt;
== Public Procurement: ==&lt;br /&gt;
&lt;br /&gt;
The process of public procurement is one of the key contributions to regeneration. As well as helping with ‘...the provision of decent housing, bringing empty houses back to the market, housing market restructuring, achieving quality of life for households, promoting health and education of the people’, it is possible to maximise the benefits by delivering education, health, jobs, skills, employment, development and higher levels of employability throughout implementing public procurement programmes.&lt;br /&gt;
&lt;br /&gt;
Clapham (1996) suggests that through encouraging housing investments on different levels, it is possible to reduce unemployment both on the national and local levels throughout the creation of new job opportunities. Housing can also offer local and individual benefits such as providing people with skills and achieving welfare. To do this however, it is important that public procurement provides these workers with sufficient training first.&lt;br /&gt;
&lt;br /&gt;
Housing organised through public procurement can also be used to promote improvement in the local economy by encouraging the use of local materials and services, or by using mechanisms which promote local firms and factories through partnerships with larger organisations.&lt;br /&gt;
&lt;br /&gt;
== Environmental Benefits: ==&lt;br /&gt;
&lt;br /&gt;
It is also possible to achieve further environmental benefits by using public procurement. This can be done by:&lt;br /&gt;
&lt;br /&gt;
* Promoting the use of local recyclable building materials&lt;br /&gt;
* Limiting the type of machinery and utilities used in the construction process.&lt;br /&gt;
* Restricting methods of recycling waste and demolition materials.&lt;br /&gt;
&lt;br /&gt;
Furthermore, by involving local residence and organisations, it is possible to increase understanding and the awareness of environment issues.&lt;br /&gt;
&lt;br /&gt;
According to Haughton (1999), sustainable development involves five equity principles;&lt;br /&gt;
&lt;br /&gt;
* Inter-generational equity, or as drawn from the Brundtland definition of sustainable development “Development which meets the needs of the present without compromising the ability of future generations to meet their own needs”.&lt;br /&gt;
* Social equity and social justice.&lt;br /&gt;
* Geographical equity.&lt;br /&gt;
* Procedural equity.&lt;br /&gt;
* Inter-species equity.&lt;br /&gt;
&lt;br /&gt;
== Tenant Control and Community Governance: ==&lt;br /&gt;
&lt;br /&gt;
There are three main benefits to involving tenants and other stakeholders in the housing development plan:&lt;br /&gt;
&lt;br /&gt;
* By considering future households’ opinions, it is possible to avoid obstacles which might otherwise appear later.&lt;br /&gt;
* By involving different people in the process, they will feel connected to the regeneration programme and are likely to be more trusting of the process.&lt;br /&gt;
* The involvement of local people in the decision making process will often lead to a better understanding and awareness of the type and size of the challenges for both the government and the local people themselves.&lt;br /&gt;
&lt;br /&gt;
Community governance, sometimes means shifting some the responsibilities of housing to the private sector. This can include full responsibility such as in the stock transfer in Wales between local authorities and local non-profit organisations, or part of the responsibilities such as housing maintenance. It can even attract private investment as Clapham (2000) suggested “...the attraction of the transfer is that it can make private finance available for regeneration, thus making the available public money stretch further”'.&lt;br /&gt;
&lt;br /&gt;
However it can be argued that by shifting responsibilities to the private sector, local authorities might find it difficult to control housing and that new control system may be required. Furthermore this type of governance needs high levels of accountability. Collier (2005) asks, “Who is accountable? To whom are they accountable? For what are they accountable?” It is very important that the right criteria are adopted in the selection of partners.&lt;br /&gt;
&lt;br /&gt;
= Case Study: The Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit =&lt;br /&gt;
&lt;br /&gt;
According to the Homes (2006), Housing (2003), Inform2Involve (2008), and Inform2Involve (2006), The ‘Welsh Housing quality Standards’ (WHQS) and the ‘Can Do Toolkit’ introduced by the Welsh Housing assembly and Inform to Involve respectively, create a complete housing programme in Wales.&lt;br /&gt;
&lt;br /&gt;
While the WHQS attempts to ensure that all housing stock owned by local authorities and registered social landlords (RSLs) in Wales achieve specific standards by 2012 and then maintain that standard over a 30 year period. This is intended to guarantee a higher level of quality of life by addressing health, social, environmental and safety issues.&lt;br /&gt;
&lt;br /&gt;
The complementary Can Do Tollkit is intended to deliver greater regeneration benefits, such as providing employment, skills, education, environmental benefits, encouraging local contractors and local industries, and so on, Inform2Involve (2008) describes that as...&lt;br /&gt;
&lt;br /&gt;
providing local people with:&lt;br /&gt;
&lt;br /&gt;
* Learning, skills, employment and enterprise,&lt;br /&gt;
* Physical improvement of communities,&lt;br /&gt;
* Developing community property assets, and&lt;br /&gt;
* Eradicating fuel poverty and reducing the carbon footprint of existing and new buildings.&lt;br /&gt;
&lt;br /&gt;
Although the whole programme of WHQS, WHQS plus and the ‘Can Do Toolkit’ is not expected to meet its goals by 2012, it is nonetheless possible to see measurable benefits in creating communities and delivering urban regeneration. By demanding minimum standards, it is possible to achieve environmental sustainability and to tackle physical, mental and social issues. However, other benefits such as providing job opportunities for local people, employment, skills improvements and so on, are generally difficult or expensive to measure. Without the appropriate monitoring and evaluation techniques, it is difficult to assess the success of the programme.&lt;br /&gt;
&lt;br /&gt;
Other difficulties include changing the profile of local skills, by training and using local people for jobs in social housing or construction, which then disappear at the end of the programme. There are also concerns about how this programme can affect neighbouring deprived areas which do not have a regeneration programme and may have decreasing housing demand or falling population.&lt;br /&gt;
&lt;br /&gt;
= Conclusions =&lt;br /&gt;
&lt;br /&gt;
Housing can make a major contribution to urban regeneration, and it is vital for housing be considered in each regeneration plan and its potential implications to be observed closely when planning for any regeneration plan.&lt;br /&gt;
&lt;br /&gt;
However, whilst housing can contribute positively to regeneration programmes by enhancing the quality of life and wellbeing of a community through providing jobs, skills, employment, employability, health, equity and economic improvements and so on, it does have constraints. The main positive impacts and the constraints associated with each of them are summarised in the table below.&lt;br /&gt;
&lt;br /&gt;
Type&lt;br /&gt;
&lt;br /&gt;
Housing Contribution&lt;br /&gt;
&lt;br /&gt;
Potential Positive Impacts&lt;br /&gt;
&lt;br /&gt;
Issues and Constraints&lt;br /&gt;
&lt;br /&gt;
Direct Contributions&lt;br /&gt;
&lt;br /&gt;
Housing market and Affordable housing&lt;br /&gt;
&lt;br /&gt;
Equity, Self-Confidence, Education, Economic improvements…etc.&lt;br /&gt;
&lt;br /&gt;
Delivering technique, Type, Demand-Supply balance, Control, Planning…etc.&lt;br /&gt;
&lt;br /&gt;
Key to health and wellbeing&lt;br /&gt;
&lt;br /&gt;
Improving health, Crime reduction, Decrease the impacts of hunger…etc.&lt;br /&gt;
&lt;br /&gt;
Controlling technique e.g. Housing Standards, Who is Involved, Monitoring…etc.&lt;br /&gt;
&lt;br /&gt;
Environmental Sustainability&lt;br /&gt;
&lt;br /&gt;
Reduce impacts on Environment, Health improvement, Promoting good environmental public concern, Sustainable infrastructure…etc.&lt;br /&gt;
&lt;br /&gt;
Controlling and Monitoring techniques e.g. Housing Standards, Who is Involved, Efficiency versus Cost…etc.&lt;br /&gt;
&lt;br /&gt;
Indirect Contributions&lt;br /&gt;
&lt;br /&gt;
Public Procurement&lt;br /&gt;
&lt;br /&gt;
Provision of Jobs, Skills, Employment, Education, Employability, Health and Social levels improvement, Local economic and production promotion…etc.&lt;br /&gt;
&lt;br /&gt;
Difficult to attract companies, Monitoring and Evaluation challenges, Way of delivery, Speed…etc.&lt;br /&gt;
&lt;br /&gt;
Environmental Benefits&lt;br /&gt;
&lt;br /&gt;
Environment promotion, Increase local residents environmental awareness, Equity…etc.&lt;br /&gt;
&lt;br /&gt;
Difficult to evaluate, Environment versus Cost, Difficulties in attracting companies, Level of involvement and how?&lt;br /&gt;
&lt;br /&gt;
Tenant Control and Community Governance&lt;br /&gt;
&lt;br /&gt;
Overcome different obstacles before it starts, Earning community trust and thus support, Control or even stop corruption, Increase public awareness and understanding, attract private investments…etc.&lt;br /&gt;
&lt;br /&gt;
Who is involved, Level of involvement, accountability and trust, Identify responsibilities…etc.&lt;br /&gt;
&lt;br /&gt;
= Related articles on Designing Buildings Wiki =&lt;br /&gt;
&lt;br /&gt;
* Access and inclusion in the built environment: policy and guidance.&lt;br /&gt;
* Beta City :Temporary, Collaborative City Design British post-war mass housing&lt;br /&gt;
* Changing lifestyles.&lt;br /&gt;
* Consultation process.&lt;br /&gt;
* City Beautiful.&lt;br /&gt;
* Estate Regeneration National Strategy.&lt;br /&gt;
* Fuel poverty.&lt;br /&gt;
* Housing associations.&lt;br /&gt;
* Inclusive design.&lt;br /&gt;
* ISO 22341:2021.&lt;br /&gt;
* Quantifying the health benefits of the Decent Homes programme FB 64&lt;br /&gt;
* Regeneration.&lt;br /&gt;
* Smart cities.&lt;br /&gt;
* Stakeholders.&lt;br /&gt;
* Sustainability.&lt;br /&gt;
&lt;br /&gt;
=== External references ===&lt;br /&gt;
&lt;br /&gt;
* Inform2Involve, 2008. WHQS plus: maximising benefits across Wales. Wales.&lt;br /&gt;
* BROWNILL, S. 1999. Turning the East End into West End: the lessons and legacies of the London Docklands Development Corporation. In: IMRIE, R. &amp;amp;amp; THOMAS, H. (eds.) British Urban Policy: An Evaluation of the Urban Development Corporations. 2nd Edition ed. London: Sage.&lt;br /&gt;
* CLAPHAM, D. 2000. Housing in Wales : the policy agenda in an era of devolution. Policy and practice series. Coventry: Chartered Institute of Housing.&lt;br /&gt;
* CLAPHAM, D., WALKER, R., MEEN, G., THAKE, S. &amp;amp;amp; WILCOX, S. 1996. Building homes building jobs: Housing and economic renewal. National Housing Forum.&lt;br /&gt;
* COLLIER, P. M. 2005. Governance and the quasi-public organization: a case study of social housing. Critical Perspectives on Accounting, 16, 929–949.&lt;br /&gt;
* COUCH, C. 1990. Urban renewal : theory and practice, London, Macmillan Education.&lt;br /&gt;
* EVANS, G. W. December 2003. The Built Environment and Mental Health. Journal of Urban Health: Bulletin of the New York Academy of Medicine, 80.&lt;br /&gt;
* HALL, T. 2006. Urban geography, London, Routledge.&lt;br /&gt;
* HAUGHTON, G. 1999. Environmental Justice and the Sustainable City. Journal of Planning Education and Research 18, 233-243.&lt;br /&gt;
* HOMES, R. 2006. Formal Consultation. Cardiff: Rhondda Cynon Taf.&lt;br /&gt;
* HOUSING, C. I. O. &amp;amp;amp; CORPORATION, T. H. January 2003. The Community Gateway Model. Empowering Communities. Coventry: Chartered Institute of Housing.&lt;br /&gt;
* Inform2Involve, 2008. The Can Do Toolkit 2. (ed.) SME - Friendly Procurement. Wales: Inform to Involve.&lt;br /&gt;
* INFORM2INVOLVE &amp;amp;amp; WALES, C. E. I. 2006. Lessons Learnt on Stock Transfer in Wales. CEW. Wales.&lt;br /&gt;
* MA, C. T., GEE, L. &amp;amp;amp; KUSHEL, M. B. January 2008. Associations Between Housing Instability and Food Insecurity With Health Care Access in Low-Income Children. Ambulatory Pediatrics, 8, 50-57.&lt;br /&gt;
* SAUNDERS, P. 1984. Beyond housing classes: the sociological significance of private property rights in means of consumption. International Journal of Urban and Regional Research, 8, 202-227.&lt;br /&gt;
* SMITH, S. J. 1990. Health Status and the Housing system. 31.&lt;br /&gt;
* STEWART, J. 2001. Environmental health and housing, London, Spon Press.&lt;br /&gt;
* TALLON, A. &amp;amp;amp; BOOKS, D. 2010. Urban regeneration in the UK. London: Routledge.&lt;br /&gt;
&lt;br /&gt;
[[Category:Articles_needing_more_work]] [[Category:DCN_Commentary]] [[Category:DCN_Definition]] [[Category:DCN_Guidance]] [[Category:Theory]]&lt;/div&gt;</summary>
		<author><name>Kahhhtchi</name></author>	</entry>

	<entry>
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		<title>User:Kahhhtchi</title>
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				<updated>2015-04-20T17:00:45Z</updated>
		
		<summary type="html">&lt;p&gt;Kahhhtchi: &lt;/p&gt;
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		<id>https://www.designingbuildings.co.uk/wiki/Housing_contribution_to_regeneration</id>
		<title>Housing contribution to regeneration</title>
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				<updated>2012-11-26T13:00:27Z</updated>
		
		<summary type="html">&lt;p&gt;Kahhhtchi: &lt;/p&gt;
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&lt;div&gt;&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Introduction&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Interest in urban regeneration is growing rapidly. Although, the idea of urban regeneration is not new, [[#ENREF_6|Couch (1990)]] claims it began in the 1960s, it is becoming increasingly important, especially after the failure of the conventional approaches to address modern economic and social problems caused by capitalization, urban growth and urbanisation phenomenon such as social inequity, migration, health, poverty, hunger and the lack of jobs, skills and education. Urban regeneration is seen as the best solution, through its roles in promoting the different environmental, economic, social and health benefits in societies. However, there is no single prescribed form of urban regeneration practise, urban regeneration schemes differ in size, type and parties involved. According to [[#ENREF_6|Couch (1990)]], Urban regeneration began in the UK as a responsibility of the public sector ,represented by the government, in the 1960s. However this was changed during the 1980s when economic growth became the main focus of urban regeneration. [[#ENREF_2|Brownill, (1999)]] argues that during this period public money was used through the market for achieving regeneration. The new policies in the 1990s and the 21&amp;lt;sup&amp;gt;st&amp;lt;/sup&amp;gt; century were focused on achieving public regeneration through public-private partnership ([[#ENREF_8|Hall, 2006]]), however the most recent policies are trying to go beyond that and involve the community itself in the regeneration process through involving social enterprises, NGOs, CBOs, and even the local residents in the process.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
So what is urban regeneration and how can it be achieved?&lt;br /&gt;
&lt;br /&gt;
According to [[#ENREF_18|Tallon (2010)]] urban regeneration is “''a comprehensive and integrated vision and action which leads to the resolution of urban problems and which seeks to bring about a lasting improvement in the economic, physical, social and environmental conditions of an area that has been subject to change”''''.'''''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Based on that definition, it is possible to divide urban regeneration into four different areas of focus which form the different aspects of life normally targeted in the regeneration process:&lt;br /&gt;
&amp;lt;ol style=&amp;quot;list-style-type:lower-roman;&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Economic: This is concerned with income, job creation, employment, employability, skills, and development.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Social/cultural: such as education, crime, health, quality of life, housing, quality of public services.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Physical/environmental: This includes built and natural environment, infrastructure, transport and communications.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Governance: This is related to the nature of engagement of local community in local decision-making, involvement of other groups, and the style of leadership.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ol&amp;gt;&lt;br /&gt;
&lt;br /&gt;
The main focus of this report is on the different roles, the housing sector can play, in urban regeneration. And the importance of promoting the housing sector in order to achieve the success of urban regeneration. However, it is important to mention that this subject is extremely complex and therefore difficult to cover adequately in this short essay. Thus, the focus of this essay will be on the main connections between housing and urban regeneration only.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Providing that the meaning of urban regeneration and its different aspects is clear, it is safe to say that housing has a significant role to play in urban regeneration because, firstly, it is an important part of the Social/cultural dimension of regeneration, and secondly, because it is directly related to the wellbeing and the welfare in a community. However, housing can contribute to regeneration indirectly due to its direct/indirect relationships to the other economic, governance and physical/environmental aspects. Based on that, housing contributions to urban regeneration can be divided into direct contributions and indirect contributions or what might be called Housing Plus. The two different types of contributions have effects at the national, local and individual levels. Although it is difficult to separate these contributions from each other because there is such a strong relationship between them, it is important to discuss these contributions briefly at the beginning separately in order to be able to understand the benefits and constraints of each of them and how they are related to regeneration and housing first. After that, these contributions will be discussed in relation to each other through the case study of the Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit and the different roles they play in urban regeneration in Wales especially in relation to social housing.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Housing Direct Contributions to Regeneration:&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Housing has a direct relationship with social equity and wellbeing; it is therefore directly connected to urban regeneration. Analysing these direct contributions of housing to regeneration is often associated with dealing with more emphasis with housing as an end product rather than a process. Housing can contribute to urban regeneration directly through: &amp;lt;/span&amp;lt;br/&amp;gt;&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== '''Housing Market and Affordable Housing:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Affordable housing is a key issue for achieving urban regeneration success. Affordable housing can be delivered using different mechanisms which can involve public, private sectors or even both. The most known mechanisms are Tax Subsidies to home owners and private investors, Support plans for Private renting, Public housing and housing vouchers which is widely used in the UK for example. According to [[#ENREF_18|Tallon (2010)]], “''The demand on housing especially affordable housing in a city is a symbol of success”'', This indicates that if there is a successful economy in a city, firms will tend to move their work to this city which means more job opportunities available to the population of this city, and is an encouragement for more people to travel to it as well. It could be argued though, this is only true within a certain range because if there is a very high level of demand and low level of supply, housing prices will raise which mean less affordable housing available. Hence, workers’ wages will increase which will lead firms to move to other areas where workers available for lower wages. By contrast, if housing supply exceeds the demand, housing prices will decrease causing major problems to the housing market and thus the whole economic system in this area.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
In addition, this is not the only way affordable housing affects regeneration. Affordable housing can plays another important role in the regeneration of an area by delivering social equity and self-confidence. [[#ENREF_15|Saunders (1984)]] says ''“Housing plays a central role in routinization everyday life and is fundamentally bound up in one's sense of control over life circumstances”''. Based on that and by providing affordable housing, it is possible to achieve social equity because more families and individuals can attain more stable life style which will make them feel equal and self-confident about themselves and thus contribute to community building instead of being a problem affecting it. Furthermore, and by increasing self-confidence, people will tend to make more efforts towards achieving higher level of quality of life, education, participation in the community and health. This is also leading to our next part where the relationship between housing and health is discussed.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Key to health and wellbeing:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Housing plays a vital role in the health and wellbeing of a society. Housing quality can dramatically affect not only the physical, mental and social health of the household who are using this housing unit, but it often exceeds that by affecting other households in an area or even the whole community. [[#ENREF_16|Smith (1990)]] argues “''certain housing environments are directly harmful to public health.”'' Many assessments have proved that there are direct links between health and housing quality. Implications of lighting, air quality, space standards, domestic noise, food storage facilities, sanitation, damp, cold and mould are seen as the most important to consider when planning for housing projects and when laying down housing design standards. Based on this study, bad housing quality is seen as an important contributor to a variety of physical illnesses such as wheezing and breathlessness, nausea, cough, bad nerves, fainting, blocked nose in adults, aching joints, meningococcal infection, constipation, as well as poor-diet and other food-related diseases.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Throughout their assessment, [[#ENREF_14|Ma (2008)]] concluded that there are direct linkages Between Housing Instability and Food Insecurity with Health Care Access especially for the children of low-income households. Families with housing and diet related problems tend to not take their children to special health centres when needed due to the socioeconomic status of the family. And therefore the problem might end up with major untreatable health problems for the children or even death.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Furthermore to these issues, it can be argued that bad housing and environment circumstances might result in the lack of self-confidence within households which leads to stress which, in turn, might influence bad and criminal behaviour causing social behavioural problems to the community. [[#ENREF_7|Evans (2003)]] through his study suggested that Noise, Crowding, Spatial hierarchy, Territoriality, Distance, Natural elements and Architecture have major effects on mental health. If good housing circumstances are provided then it is highly possible to reduce criminal behaviour and thus improve community behaviour, lifestyle and environment in whole.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== [[File:Image002.png]][[File:Image003.png]] ==&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Environmental sustainability:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Housing can play a huge role in achieving environmental sustainability. Beside its direct effects on health, sustainable housing means less damage on the environment which can lead not only to a better quality of life for the present generation, but also for next generations. According to [[#ENREF_17|Stewart (2001)]], there was a very high level of energy inefficiency in British homes, and although most local authorities started programmes to limit this inefficiency, the overall use of energy is not declining. That is mainly because more houses are being built, and also because it is difficult to monitor the quality/efficiency of the existing houses.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
The idea of sustainable housing, which is an important part of sustainable development and directly related to the regeneration of a community, is seen as one of the best solutions for these problems. That is because it is possible to protect environment through decreasing the damaging of homes on the environment by putting some limitations and rules on developments such as the use of housing energy efficiency standards, promoting the use of renewable energy in homes, designing and building of houses and neighbourhoods with using more sustainable infrastructure systems, as well as, planning and implementing effective schemas to control and monitor housing efficiency throughout involving local communities and NGOs in the process.&lt;br /&gt;
&lt;br /&gt;
Housing has another contribution to regeneration which is also associated with the environment. This contribution will be dealt with within the next part (Environmental Benefits) as an indirect contribution.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
For all the factors above, housing, and especially affordable housing, is considered as a key element to social equity, health and wellbeing. And thus, it is important to consider in regeneration plans because it can be used to improve the public status and public health as well as reducing physical, mental and social diseases and problems. Governments, local authorities and other non-governmental or community-based organisations should, therefore, pay more attention to the provision of affordable housing and improving housing circumstances by implementing housing regeneration plans and putting housing quality standards such as the Welsh Housing Quality Standards (WHQLS) which will be discussed later on in this essay. However, there are some common issues which should be considered before getting these housing benefits, such issues are generally associated with the way of delivery/monitoring and the level of involvement of different parties in decision making.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Housing Indirect Contributions to Regeneration (Housing Plus):&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Housing can also contribute to regeneration indirectly. These contributions are often seen as important as the direct contributions of housing already discussed. In this instance, housing is often seen as a process rather than an end product. Governments, local authorities, NGOs and CBOs see the housing process as a very good opportunity to recruit people and provide them with skills, and also to achieve environmental and governance benefits. They, therefore, often try to implement certain programmes to achieve these benefits. A good example of these programmes is the Can Do Toolkit 1 and 2 in Wales which we are going to discuss in more details later on in this essay.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Public Procurement:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
The process of public procurement is one of the key contributions to regeneration, because beside helping with ‘the provision of decent housing, bringing empty houses back to the market, housing market restructuring, achieving quality of life for households, promoting health and education of the people’ which can be achieved through housing programmes from one side, it is possible to maximise the benefits by delivering education, health, jobs, skills, employment, development and higher levels of employability throughout implementing public procurements programmes.&lt;br /&gt;
&lt;br /&gt;
[[#ENREF_4|Clapham (1996)]] suggest that through encouraging housing investments on different levels, it is possible to reduce unemployment both on the national and local levels throughout the creation of new job opportunities. Housing can also offer local and individual benefits such as providing people with skills and achieving welfare.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
However, it is possible to say that the creation of new job opportunities is not enough because workers need skills in order to work in the construction industry, therefore it is highly important to use public procurement in order to provide these workers with sufficient training and self-confidence first. Training and education should be considered in housing programmes in order for these programmes to succeed. Otherwise these programmes might fail to meet their goals in time which might lead to very dangerous consequences on the community or penalties for the developer.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Housing organised through public procurement can also be used to promote improvement in the local economy by encouraging the use of local production of materials and services in contracts, or by using mechanisms which can promote local firms and factories by twining or partnerships with larger and more advanced national and multinational firms or factories. The resulted successful economy will influence people to seek higher educational levels, that in turn will result in higher level of awareness for the social and health problems and thus start to remedy these dangerous problems.&lt;br /&gt;
&lt;br /&gt;
Aside from above, public procurement can also be used to achieve some environmental benefits. This will be discussed in more detail in the next part.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Environmental Benefits:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Continuing on from the points discussed earlier regarding environmental sustainability; it is also possible to achieve further environmental benefits by using public procurement. Throughout housing programmes and public procurement, Housing associations can put some regulation which enforce or at least promote the use of local recyclable building materials which have positive effect on the local environment. Also it can limit the type of machinery and utilities used in the construction process of the new houses or the developing process of existing homes. It can even add conditions about the way of recycling waste disposal from the old houses which might need to be demolished through the process of regeneration.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Furthermore, and throughout involving local residence and organisations, it will be possible to increase the understanding and the awareness of the environment challenges. Thus, start tackling the environmental problems from the source even before it starts to appear.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
According to [[#ENREF_9|Haughton (1999)]], Sustainable development involves five equity principles; Inter-generational equity, or as drawn from the Brundtland definition of sustainable development “Development which meets the needs of the present without compromising the ability of future generations to meet their own needs”, Social equity and social justice, Geographical equity, Procedural equity, and Inter-species equity. Based on these criteria, and by achieving sustainable housing, it is highly possible to achieve higher levels of equity in a community not only on the local level but also on the national and international levels, and that is one of the important aspects in each urban regeneration plan.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== '''Tenant Control and Community Governance:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Tenant control and community governance is essential for any housing regeneration plan because it often decides the success of the housing regeneration plan. There are three main benefits of involving tenants and other stakeholders in the housing development plan and taking their points of view; Firstly, by taking the future households’ opinions, it is highly possible to overcome a lot of obstacles which might appear later on during or after regeneration and cause it to fail or end up without achieving the main goals in time. Secondly, by involving different people in this process, the different parties will have direct links with the whole regeneration programme which will help earning people trust in the process and at the same time decrease the probability of corruption. Thirdly and finally, the involvement of local people in the decision making process will often lead to a better understanding and awareness of the type and size of the challenges for both the government and the local people themselves. That, in turn, will enhance the possibilities of sustaining a better quality of life and promote much better social behaviour through a sense of ownership of the local issues.&lt;br /&gt;
&lt;br /&gt;
As for community governance, it often means shifting some of the responsibilities of housing to the private sector. That could entail full responsibilities such as the stock transfer happened in Wales between local authorities and local non-profit organisations, or part of the responsibilities such as the transfer of some of the responsibilities for example housing maintenance or control to some private organisations. It might even lead to attracting private investments as [[#ENREF_3|Clapham (2000)]] suggested ''“the attraction of the transfer is that it can make private finance available for regeneration, thus making the available public money stretch further”''''. '''''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
However it can be argued here that by shifting these responsibilities to the private sector, local authorities might find it difficult to control housing. Therefore new housing control system should be regulated and implemented in order to give local authorities some control in case of crisis or when there are more important strategic goals to achieve without affecting the community governance system performance. Furthermore this type of governance needs high levels of accountability on the community, the local non-profit organisations or local housing associations. [[#ENREF_5|Collier (2005)]] raises very important questions here, ''“Who is accountable? To whom are they accountable? For what are they accountable?”'' He argues that it is highly important to identify the basis of choosing the right party to shift housing responsibilities to, and the extent of their responsibilities and finally the type of responsibilities. Otherwise it could cause more problems rather than helping to solve housing issues, especially if the responsibilities is too large for the private organisation to handle, or if the organisation does not have the expertise required, or if there is some conflict in responsibilities happened.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Having discussed the different direct and indirect housing contributions to regeneration is clear, we are going to discuss one case study of the ‘Welsh Housing Quality Standards’ (WHQS) and the ‘Can Do Toolkit 1 &amp;amp; 2’ by Inform to Involve organisation in Wales to deal with these contributions more in greater depth and then discuss some key issues associated with it. However, and since the subject is too complex and wide, and there is not enough space to discuss all the issues within this short essay, we are going to restrict to the most important points only.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Case Study: The Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
According to the [[#ENREF_10|Homes (2006)]], [[#ENREF_11|Housing (2003)]], [[#ENREF_12|Inform2Involve (2008)]], and [[#ENREF_13|Inform2Involve (2006)]], The ‘Welsh Housing quality Standards’ (WHQS) and the ‘Can Do Toolkit’ introduced by the Welsh Housing assembly and Inform to Involve organisation respectively, is a complete housing programme in Wales. While the WHQS is trying to ensure that all housing stock by local authorities and registered social landlords RSLs in Wales reaches a specific standards by 2012 and then to maintain the standard over a 30 year period in order to guarantee higher level of quality of life solving some of the health, social, environmental and safety problems discussed in ‘the Direct Contributions of Housing’ earlier. The second one is complementary implementing certain rules and schemes in order to achieve higher regeneration benefits such as providing jobs, employment, skills, education, environmental benefits, encouraging local contractors and local industries…etc. ,which we also discussed in ‘the Indirect Contributions of Housing’, or as [[#ENREF_1|Inform2Involve (2008)]] summarise it, ''providing local people with:''&amp;lt;br/&amp;gt;&lt;br /&gt;
*''Learning, skills, employment and enterprise,''&lt;br /&gt;
*''Physical improvement of communities,''&lt;br /&gt;
*''Developing community property assets, and''&lt;br /&gt;
*''Eradicating fuel poverty and reducing the carbon footprint of existing and new buildings.''&lt;br /&gt;
&lt;br /&gt;
Although the whole programme of WHQS, WHQS plus and the ‘Can Do Toolkit’ is not expected to meet its goals by 2012, it is possible to see the potential benefits. The main aim of this programme is to achieve community and urban regeneration (as explained earlier in the different contributions of housing regeneration taking into considerations all the constraints and the benefits discussed). So far, there are some benefits which could be measured such as increasing housing standards which mean higher levels of quality of life. The justification for that is by demanding minimum standards, it is possible to achieve environment sustainability and tackle the physical, mental and social problems even before it happens. Unfortunately, although there are other potential benefits for this programme, it is difficult or very expensive to measure. Such benefits are providing job opportunities for local people, employment, skills improvements…etc. The paradigm here is that without the appropriate monitoring and evaluation technique for the consequences of the programme on the community in whole, it is difficult to determine if the programme should continue or not, and also the size of effects in relation to programme efforts, i.e. whether the amount of money and efforts spent on the programme commensurate with the size of the different goals the programme implemented for, or not.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
One possible solution for this obstacle, in my opinion, might be using a random check system, i.e. trying to check the size of improvements in local people’s skills, employment, education…etc. Questionnaires or random test programmes might be used in this context. This way, it might be possible to end up with a general picture of how effective the programme is and thus make any changes necessary.&lt;br /&gt;
&lt;br /&gt;
Another issue is the future implications of this programme. In another word, although the programme has a very good aims to regeneration, it can be argued that by providing people with these skills, jobs and education, it might end up causing serious problems in the future.&lt;br /&gt;
&lt;br /&gt;
One problem is affecting local people jobs topography, especially jobs which will not be needed in the process of public procurement. The justification for this is that, beside the good effects of increasing job opportunities in areas of focus which might benefit people who are unskilled, unemployed or people with unsuccessful jobs. The programme might end up changing the whole jobs topography in the area, especially if the fact that the programme is specifically concerned with housing is considered. People might change their jobs to go to a more profitable job in social housing or construction, i.e. a job which is easier to get.&lt;br /&gt;
&lt;br /&gt;
By the end of this programme, many of these skilled people might find themselves without jobs or with jobs below their capacity or skills. Especially if no alternative programme is introduced to absorb this size of workers. That might result in unemployment or underemployment problems which might cause very rapid fluctuations in the housing and the labour market, leading to social and economic problems in the whole area. Furthermore, and since the programme will end up with skilled and educated people, it might be very difficult to re-employ these people in another regeneration programme which has different concerns, either because the job type is different and thus it needs a lot of time and efforts, or because the social level of these new jobs is lower.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
There are also a number of concerns about how this programme can affect areas with a decreasing housing demand or falling population. The programme will probably have major impacts not only on the areas of its focus but also on other areas especially cities suffering from lack of jobs and skills where regeneration programmes cannot be implemented or failed. Such concerns are about whether the programme will end-up causing dangerous problems on the national and local levels such as rural-urban and urban-urban migration…etc. Will the programme try to move people from these areas, attract more businesses to these areas, or different approaches will be used?&lt;br /&gt;
&lt;br /&gt;
[[File:Image006.jpg]]&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Conclusions:&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
From what was discussed earlier in this essay, it is possible to say that housing often has major contributions to all aspects of urban regeneration at the different national, local and individual levels, and hence, it is vital for housing be considered in each regeneration plan and its potential implications to be observed closely when planning for any regeneration plan.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Nevertheless, and although housing can contribute positively to regeneration programmes by enhancing the quality of life and wellbeing of a community through providing jobs, skills, employment, employability, health, equity and economic improvements…etc., it has its constraints and boundaries which should always be taken into consideration so not to cause the regeneration programme to miss its targets or even fail completely. In the following table, the main Housing Contributions, its potential positive impacts on urban regeneration and the main issues and constraints associated with each of them is summarised:&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
{| width=&amp;quot;660&amp;quot; cellspacing=&amp;quot;0&amp;quot; cellpadding=&amp;quot;0&amp;quot; border=&amp;quot;1&amp;quot;&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Type'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
'''Housing Contribution'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
'''Potential Positive Impacts'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
'''Issues and Constraints'''&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| rowspan=&amp;quot;3&amp;quot; style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Direct Contributions'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Housing market and Affordable housing&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Equity, Self-Confidence, Education, Economic improvements…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Delivering technique, Type, Demand-Supply balance, Control, Planning…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Key to health and wellbeing&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Improving health, Crime reduction, Decrease the impacts of hunger…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Controlling technique e.g. Housing Standards, Who is Involved, Monitoring…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Environmental Sustainability&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Reduce impacts on Environment, Health improvement, Promoting good environmental public concern, Sustainable infrastructure…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Controlling and Monitoring techniques e.g. Housing Standards, Who is Involved, Efficiency versus Cost…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| rowspan=&amp;quot;3&amp;quot; style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Indirect Contributions'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Public Procurement&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Provision of Jobs, Skills, Employment, Education, Employability, Health and Social levels improvement, Local economic and production promotion…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Difficult to attract companies, Monitoring and Evaluation challenges, Way of delivery, Speed…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Environmental Benefits&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Environment promotion, Increase local residents environmental awareness, Equity…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Difficult to evaluate, Environment versus Cost, Difficulties in attracting companies, Level of involvement and how?&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Tenant Control and Community Governance&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Overcome different obstacles before it starts, Earning community trust and thus support, Control or even stop corruption, Increase public awareness and understanding, attract private investments…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Who is involved, Level of involvement, accountability and trust, Identify responsibilities…etc.&lt;br /&gt;
&lt;br /&gt;
|}&lt;br /&gt;
&lt;br /&gt;
From the discussion of the case study of WHQS, WHQS plus and the Can Do Toolkit in Wales, it was clear that there is a strong relationships between different housing contributions to regeneration. And how difficult it is to separate them from each other. And although the programme potentially has very positive impacts for regenerating deprived areas in Wales, there are some issues to consider:&lt;br /&gt;
#The monitoring and evaluation of how effective the provision of jobs, skills, education, health…etc. to the locals is, and thus the efficiency of the whole programme.&lt;br /&gt;
#The future implication of this programme on the areas of its focus.&lt;br /&gt;
#The impacts on other deprived areas which doesn’t have a regeneration programmes or where the regeneration programmes failed in Wales and the Whole UK, especially the areas with decreasing population.&lt;br /&gt;
&lt;br /&gt;
However given there operational difficulties overall, I believe that housing contributes very positively to regeneration.&amp;lt;br/&amp;gt;&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;References:&amp;lt;/u&amp;gt;''' =&lt;br /&gt;
&lt;br /&gt;
Inform2Involve, 2008. WHQS plus: maximising benefits across Wales. Wales.&lt;br /&gt;
&lt;br /&gt;
BROWNILL, S. 1999. Turning the East End into West End: the lessons and legacies of the London Docklands Development Corporation. ''In:'' IMRIE, R. &amp;amp; THOMAS, H. (eds.) ''British Urban Policy: An Evaluation of the Urban Development Corporations. ''2nd Edition ed. London: Sage.&lt;br /&gt;
&lt;br /&gt;
CLAPHAM, D. 2000. Housing in Wales : the policy agenda in an era of devolution. ''Policy and practice series.'' Coventry: Chartered Institute of Housing.&lt;br /&gt;
&lt;br /&gt;
CLAPHAM, D., WALKER, R., MEEN, G., THAKE, S. &amp;amp; WILCOX, S. 1996. Building homes building jobs: Housing and economic renewal. National Housing Forum.&lt;br /&gt;
&lt;br /&gt;
COLLIER, P. M. 2005. Governance and the quasi-public organization: a case study of social housing. ''Critical Perspectives on Accounting,'' 16''',''' 929–949.&lt;br /&gt;
&lt;br /&gt;
COUCH, C. 1990. ''Urban renewal : theory and practice, ''London, Macmillan Education.&lt;br /&gt;
&lt;br /&gt;
EVANS, G. W. December 2003. The Built Environment and Mental Health. ''Journal of Urban Health: Bulletin of the New York Academy of Medicine,'' 80.&lt;br /&gt;
&lt;br /&gt;
HALL, T. 2006. ''Urban geography, ''London, Routledge.&lt;br /&gt;
&lt;br /&gt;
HAUGHTON, G. 1999. Environmental Justice and the Sustainable City. ''Journal of Planning Education and Research ''18''',''' 233-243.&lt;br /&gt;
&lt;br /&gt;
HOMES, R. 2006. Formal Consultation. Cardiff: Rhondda Cynon Taf.&lt;br /&gt;
&lt;br /&gt;
HOUSING, C. I. O. &amp;amp; CORPORATION, T. H. January 2003. The Community Gateway Model. ''Empowering Communities.'' Coventry: Chartered Institute of Housing.&lt;br /&gt;
&lt;br /&gt;
Inform2Involve, 2008. The Can Do Toolkit 2. ''(''ed.) ''SME - Friendly Procurement.'' Wales: Inform to Involve.&lt;br /&gt;
&lt;br /&gt;
INFORM2INVOLVE &amp;amp; WALES, C. E. I. 2006. Lessons Learnt on Stock Transfer in Wales. ''CEW.'' Wales.&lt;br /&gt;
&lt;br /&gt;
MA, C. T., GEE, L. &amp;amp; KUSHEL, M. B. January 2008. Associations Between Housing Instability and Food Insecurity With Health Care Access in Low-Income Children. ''Ambulatory Pediatrics,'' 8''',''' 50-57.&lt;br /&gt;
&lt;br /&gt;
SAUNDERS, P. 1984. Beyond housing classes: the sociological significance of private property rights in means of consumption. ''International Journal of Urban and Regional Research,'' 8''',''' 202-227.&lt;br /&gt;
&lt;br /&gt;
SMITH, S. J. 1990. Health Status and the Housing system. 31.&lt;br /&gt;
&lt;br /&gt;
STEWART, J. 2001. ''Environmental health and housing, ''London, Spon Press.&lt;br /&gt;
&lt;br /&gt;
TALLON, A. &amp;amp; BOOKS, D. 2010. Urban regeneration in the UK. London: Routledge.&lt;br /&gt;
&lt;br /&gt;
[[Category:Construction_management]]&lt;br /&gt;
[[Category:Sustainability]]&lt;br /&gt;
[[Category:Planning_permission]]&lt;br /&gt;
[[Category:Property_law]]&lt;br /&gt;
[[Category:Regulations]]&lt;br /&gt;
[[Category:Procurement]]&lt;br /&gt;
[[Category:Public_procedures]]&lt;br /&gt;
[[Category:Student_architect_essay_competition]]&lt;br /&gt;
[[Category:Student_engineer_essay_competition]]&lt;/div&gt;</summary>
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		<title>Housing contribution to regeneration</title>
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= '''&amp;lt;u&amp;gt;Introduction&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Interest in urban regeneration is growing rapidly. Although, the idea of urban regeneration is not new, [[#ENREF_6|Couch (1990)]] claims it began in the 1960s, it is becoming increasingly important, especially after the failure of the conventional approaches to address modern economic and social problems caused by capitalization, urban growth and urbanisation phenomenon such as social inequity, migration, health, poverty, hunger and the lack of jobs, skills and education. Urban regeneration is seen as the best solution, through its roles in promoting the different environmental, economic, social and health benefits in societies. However, there is no single prescribed form of urban regeneration practise, urban regeneration schemes differ in size, type and parties involved. According to [[#ENREF_6|Couch (1990)]], Urban regeneration began in the UK as a responsibility of the public sector ,represented by the government, in the 1960s. However this was changed during the 1980s when economic growth became the main focus of urban regeneration. [[#ENREF_2|Brownill, (1999)]] argues that during this period public money was used through the market for achieving regeneration. The new policies in the 1990s and the 21&amp;lt;sup&amp;gt;st&amp;lt;/sup&amp;gt; century were focused on achieving public regeneration through public-private partnership ([[#ENREF_8|Hall, 2006]]), however the most recent policies are trying to go beyond that and involve the community itself in the regeneration process through involving social enterprises, NGOs, CBOs, and even the local residents in the process.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
So what is urban regeneration and how can it be achieved?&lt;br /&gt;
&lt;br /&gt;
According to [[#ENREF_18|Tallon (2010)]] urban regeneration is “''a comprehensive and integrated vision and action which leads to the resolution of urban problems and which seeks to bring about a lasting improvement in the economic, physical, social and environmental conditions of an area that has been subject to change”''''.'''''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Based on that definition, it is possible to divide urban regeneration into four different areas of focus which form the different aspects of life normally targeted in the regeneration process:&lt;br /&gt;
&amp;lt;ol style=&amp;quot;list-style-type:lower-roman;&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Economic: This is concerned with income, job creation, employment, employability, skills, and development.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Social/cultural: such as education, crime, health, quality of life, housing, quality of public services.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Physical/environmental: This includes built and natural environment, infrastructure, transport and communications.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Governance: This is related to the nature of engagement of local community in local decision-making, involvement of other groups, and the style of leadership.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ol&amp;gt;&lt;br /&gt;
&lt;br /&gt;
The main focus of this report is on the different roles, the housing sector can play, in urban regeneration. And the importance of promoting the housing sector in order to achieve the success of urban regeneration. However, it is important to mention that this subject is extremely complex and therefore difficult to cover adequately in this short essay. Thus, the focus of this essay will be on the main connections between housing and urban regeneration only.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Providing that the meaning of urban regeneration and its different aspects is clear, it is safe to say that housing has a significant role to play in urban regeneration because, firstly, it is an important part of the Social/cultural dimension of regeneration, and secondly, because it is directly related to the wellbeing and the welfare in a community. However, housing can contribute to regeneration indirectly due to its direct/indirect relationships to the other economic, governance and physical/environmental aspects. Based on that, housing contributions to urban regeneration can be divided into direct contributions and indirect contributions or what might be called Housing Plus. The two different types of contributions have effects at the national, local and individual levels. Although it is difficult to separate these contributions from each other because there is such a strong relationship between them, it is important to discuss these contributions briefly at the beginning separately in order to be able to understand the benefits and constraints of each of them and how they are related to regeneration and housing first. After that, these contributions will be discussed in relation to each other through the case study of the Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit and the different roles they play in urban regeneration in Wales especially in relation to social housing.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Housing Direct Contributions to Regeneration:&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Housing has a direct relationship with social equity and wellbeing; it is therefore directly connected to urban regeneration. Analysing these direct contributions of housing to regeneration is often associated with dealing with more emphasis with housing as an end product rather than a process. Housing can contribute to urban regeneration directly through: &amp;lt;/span&amp;lt;br/&amp;gt;&amp;lt;br/&amp;gt;&lt;br /&gt;
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== '''Housing Market and Affordable Housing:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
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Affordable housing is a key issue for achieving urban regeneration success. Affordable housing can be delivered using different mechanisms which can involve public, private sectors or even both. The most known mechanisms are Tax Subsidies to home owners and private investors, Support plans for Private renting, Public housing and housing vouchers which is widely used in the UK for example. According to [[#ENREF_18|Tallon (2010)]], “''The demand on housing especially affordable housing in a city is a symbol of success”'', This indicates that if there is a successful economy in a city, firms will tend to move their work to this city which means more job opportunities available to the population of this city, and is an encouragement for more people to travel to it as well. It could be argued though, this is only true within a certain range because if there is a very high level of demand and low level of supply, housing prices will raise which mean less affordable housing available. Hence, workers’ wages will increase which will lead firms to move to other areas where workers available for lower wages. By contrast, if housing supply exceeds the demand, housing prices will decrease causing major problems to the housing market and thus the whole economic system in this area.&amp;lt;br/&amp;gt;&lt;br /&gt;
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In addition, this is not the only way affordable housing affects regeneration. Affordable housing can plays another important role in the regeneration of an area by delivering social equity and self-confidence. [[#ENREF_15|Saunders (1984)]] says ''“Housing plays a central role in routinization everyday life and is fundamentally bound up in one's sense of control over life circumstances”''. Based on that and by providing affordable housing, it is possible to achieve social equity because more families and individuals can attain more stable life style which will make them feel equal and self-confident about themselves and thus contribute to community building instead of being a problem affecting it. Furthermore, and by increasing self-confidence, people will tend to make more efforts towards achieving higher level of quality of life, education, participation in the community and health. This is also leading to our next part where the relationship between housing and health is discussed.&amp;lt;br/&amp;gt;&lt;br /&gt;
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== &amp;lt;br/&amp;gt;'''Key to health and wellbeing:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
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Housing plays a vital role in the health and wellbeing of a society. Housing quality can dramatically affect not only the physical, mental and social health of the household who are using this housing unit, but it often exceeds that by affecting other households in an area or even the whole community. [[#ENREF_16|Smith (1990)]] argues “''certain housing environments are directly harmful to public health.”'' Many assessments have proved that there are direct links between health and housing quality. Implications of lighting, air quality, space standards, domestic noise, food storage facilities, sanitation, damp, cold and mould are seen as the most important to consider when planning for housing projects and when laying down housing design standards. Based on this study, bad housing quality is seen as an important contributor to a variety of physical illnesses such as wheezing and breathlessness, nausea, cough, bad nerves, fainting, blocked nose in adults, aching joints, meningococcal infection, constipation, as well as poor-diet and other food-related diseases.&amp;lt;br/&amp;gt;&lt;br /&gt;
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Throughout their assessment, [[#ENREF_14|Ma (2008)]] concluded that there are direct linkages Between Housing Instability and Food Insecurity with Health Care Access especially for the children of low-income households. Families with housing and diet related problems tend to not take their children to special health centres when needed due to the socioeconomic status of the family. And therefore the problem might end up with major untreatable health problems for the children or even death.&amp;lt;br/&amp;gt;&lt;br /&gt;
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Furthermore to these issues, it can be argued that bad housing and environment circumstances might result in the lack of self-confidence within households which leads to stress which, in turn, might influence bad and criminal behaviour causing social behavioural problems to the community. [[#ENREF_7|Evans (2003)]] through his study suggested that Noise, Crowding, Spatial hierarchy, Territoriality, Distance, Natural elements and Architecture have major effects on mental health. If good housing circumstances are provided then it is highly possible to reduce criminal behaviour and thus improve community behaviour, lifestyle and environment in whole.&amp;lt;br/&amp;gt;&lt;br /&gt;
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 &amp;lt;br/&amp;gt;&lt;br /&gt;
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== &amp;lt;br/&amp;gt;'''Environmental sustainability:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
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Housing can play a huge role in achieving environmental sustainability. Beside its direct effects on health, sustainable housing means less damage on the environment which can lead not only to a better quality of life for the present generation, but also for next generations. According to [[#ENREF_17|Stewart (2001)]], there was a very high level of energy inefficiency in British homes, and although most local authorities started programmes to limit this inefficiency, the overall use of energy is not declining. That is mainly because more houses are being built, and also because it is difficult to monitor the quality/efficiency of the existing houses.&amp;lt;br/&amp;gt;&lt;br /&gt;
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The idea of sustainable housing, which is an important part of sustainable development and directly related to the regeneration of a community, is seen as one of the best solutions for these problems. That is because it is possible to protect environment through decreasing the damaging of homes on the environment by putting some limitations and rules on developments such as the use of housing energy efficiency standards, promoting the use of renewable energy in homes, designing and building of houses and neighbourhoods with using more sustainable infrastructure systems, as well as, planning and implementing effective schemas to control and monitor housing efficiency throughout involving local communities and NGOs in the process.&lt;br /&gt;
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Housing has another contribution to regeneration which is also associated with the environment. This contribution will be dealt with within the next part (Environmental Benefits) as an indirect contribution.&amp;lt;br/&amp;gt;&lt;br /&gt;
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For all the factors above, housing, and especially affordable housing, is considered as a key element to social equity, health and wellbeing. And thus, it is important to consider in regeneration plans because it can be used to improve the public status and public health as well as reducing physical, mental and social diseases and problems. Governments, local authorities and other non-governmental or community-based organisations should, therefore, pay more attention to the provision of affordable housing and improving housing circumstances by implementing housing regeneration plans and putting housing quality standards such as the Welsh Housing Quality Standards (WHQLS) which will be discussed later on in this essay. However, there are some common issues which should be considered before getting these housing benefits, such issues are generally associated with the way of delivery/monitoring and the level of involvement of different parties in decision making.&amp;lt;br/&amp;gt;&lt;br /&gt;
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= '''&amp;lt;u&amp;gt;Housing Indirect Contributions to Regeneration (Housing Plus):&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
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Housing can also contribute to regeneration indirectly. These contributions are often seen as important as the direct contributions of housing already discussed. In this instance, housing is often seen as a process rather than an end product. Governments, local authorities, NGOs and CBOs see the housing process as a very good opportunity to recruit people and provide them with skills, and also to achieve environmental and governance benefits. They, therefore, often try to implement certain programmes to achieve these benefits. A good example of these programmes is the Can Do Toolkit 1 and 2 in Wales which we are going to discuss in more details later on in this essay.&amp;lt;br/&amp;gt;&lt;br /&gt;
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== &amp;lt;br/&amp;gt;'''Public Procurement:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
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The process of public procurement is one of the key contributions to regeneration, because beside helping with ‘the provision of decent housing, bringing empty houses back to the market, housing market restructuring, achieving quality of life for households, promoting health and education of the people’ which can be achieved through housing programmes from one side, it is possible to maximise the benefits by delivering education, health, jobs, skills, employment, development and higher levels of employability throughout implementing public procurements programmes.&lt;br /&gt;
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[[#ENREF_4|Clapham (1996)]] suggest that through encouraging housing investments on different levels, it is possible to reduce unemployment both on the national and local levels throughout the creation of new job opportunities. Housing can also offer local and individual benefits such as providing people with skills and achieving welfare.&amp;lt;br/&amp;gt;&lt;br /&gt;
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However, it is possible to say that the creation of new job opportunities is not enough because workers need skills in order to work in the construction industry, therefore it is highly important to use public procurement in order to provide these workers with sufficient training and self-confidence first. Training and education should be considered in housing programmes in order for these programmes to succeed. Otherwise these programmes might fail to meet their goals in time which might lead to very dangerous consequences on the community or penalties for the developer.&amp;lt;br/&amp;gt;&lt;br /&gt;
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Housing organised through public procurement can also be used to promote improvement in the local economy by encouraging the use of local production of materials and services in contracts, or by using mechanisms which can promote local firms and factories by twining or partnerships with larger and more advanced national and multinational firms or factories. The resulted successful economy will influence people to seek higher educational levels, that in turn will result in higher level of awareness for the social and health problems and thus start to remedy these dangerous problems.&lt;br /&gt;
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Aside from above, public procurement can also be used to achieve some environmental benefits. This will be discussed in more detail in the next part.&amp;lt;br/&amp;gt;&lt;br /&gt;
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== &amp;lt;br/&amp;gt;'''Environmental Benefits:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
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Continuing on from the points discussed earlier regarding environmental sustainability; it is also possible to achieve further environmental benefits by using public procurement. Throughout housing programmes and public procurement, Housing associations can put some regulation which enforce or at least promote the use of local recyclable building materials which have positive effect on the local environment. Also it can limit the type of machinery and utilities used in the construction process of the new houses or the developing process of existing homes. It can even add conditions about the way of recycling waste disposal from the old houses which might need to be demolished through the process of regeneration.&amp;lt;br/&amp;gt;&lt;br /&gt;
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Furthermore, and throughout involving local residence and organisations, it will be possible to increase the understanding and the awareness of the environment challenges. Thus, start tackling the environmental problems from the source even before it starts to appear.&amp;lt;br/&amp;gt;&lt;br /&gt;
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According to [[#ENREF_9|Haughton (1999)]], Sustainable development involves five equity principles; Inter-generational equity, or as drawn from the Brundtland definition of sustainable development “Development which meets the needs of the present without compromising the ability of future generations to meet their own needs”, Social equity and social justice, Geographical equity, Procedural equity, and Inter-species equity. Based on these criteria, and by achieving sustainable housing, it is highly possible to achieve higher levels of equity in a community not only on the local level but also on the national and international levels, and that is one of the important aspects in each urban regeneration plan.&amp;lt;br/&amp;gt;&lt;br /&gt;
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== '''Tenant Control and Community Governance:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
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Tenant control and community governance is essential for any housing regeneration plan because it often decides the success of the housing regeneration plan. There are three main benefits of involving tenants and other stakeholders in the housing development plan and taking their points of view; Firstly, by taking the future households’ opinions, it is highly possible to overcome a lot of obstacles which might appear later on during or after regeneration and cause it to fail or end up without achieving the main goals in time. Secondly, by involving different people in this process, the different parties will have direct links with the whole regeneration programme which will help earning people trust in the process and at the same time decrease the probability of corruption. Thirdly and finally, the involvement of local people in the decision making process will often lead to a better understanding and awareness of the type and size of the challenges for both the government and the local people themselves. That, in turn, will enhance the possibilities of sustaining a better quality of life and promote much better social behaviour through a sense of ownership of the local issues.&lt;br /&gt;
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As for community governance, it often means shifting some of the responsibilities of housing to the private sector. That could entail full responsibilities such as the stock transfer happened in Wales between local authorities and local non-profit organisations, or part of the responsibilities such as the transfer of some of the responsibilities for example housing maintenance or control to some private organisations. It might even lead to attracting private investments as [[#ENREF_3|Clapham (2000)]] suggested ''“the attraction of the transfer is that it can make private finance available for regeneration, thus making the available public money stretch further”''''. '''''&amp;lt;br/&amp;gt;&lt;br /&gt;
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However it can be argued here that by shifting these responsibilities to the private sector, local authorities might find it difficult to control housing. Therefore new housing control system should be regulated and implemented in order to give local authorities some control in case of crisis or when there are more important strategic goals to achieve without affecting the community governance system performance. Furthermore this type of governance needs high levels of accountability on the community, the local non-profit organisations or local housing associations. [[#ENREF_5|Collier (2005)]] raises very important questions here, ''“Who is accountable? To whom are they accountable? For what are they accountable?”'' He argues that it is highly important to identify the basis of choosing the right party to shift housing responsibilities to, and the extent of their responsibilities and finally the type of responsibilities. Otherwise it could cause more problems rather than helping to solve housing issues, especially if the responsibilities is too large for the private organisation to handle, or if the organisation does not have the expertise required, or if there is some conflict in responsibilities happened.&amp;lt;br/&amp;gt;&lt;br /&gt;
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Having discussed the different direct and indirect housing contributions to regeneration is clear, we are going to discuss one case study of the ‘Welsh Housing Quality Standards’ (WHQS) and the ‘Can Do Toolkit 1 &amp;amp; 2’ by Inform to Involve organisation in Wales to deal with these contributions more in greater depth and then discuss some key issues associated with it. However, and since the subject is too complex and wide, and there is not enough space to discuss all the issues within this short essay, we are going to restrict to the most important points only.&amp;lt;br/&amp;gt;&lt;br /&gt;
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= '''&amp;lt;u&amp;gt;Case Study: The Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
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According to the [[#ENREF_10|Homes (2006)]], [[#ENREF_11|Housing (2003)]], [[#ENREF_12|Inform2Involve (2008)]], and [[#ENREF_13|Inform2Involve (2006)]], The ‘Welsh Housing quality Standards’ (WHQS) and the ‘Can Do Toolkit’ introduced by the Welsh Housing assembly and Inform to Involve organisation respectively, is a complete housing programme in Wales. While the WHQS is trying to ensure that all housing stock by local authorities and registered social landlords RSLs in Wales reaches a specific standards by 2012 and then to maintain the standard over a 30 year period in order to guarantee higher level of quality of life solving some of the health, social, environmental and safety problems discussed in ‘the Direct Contributions of Housing’ earlier. The second one is complementary implementing certain rules and schemes in order to achieve higher regeneration benefits such as providing jobs, employment, skills, education, environmental benefits, encouraging local contractors and local industries…etc. ,which we also discussed in ‘the Indirect Contributions of Housing’, or as [[#ENREF_1|Inform2Involve (2008)]] summarise it, ''providing local people with:''&amp;lt;br/&amp;gt;&lt;br /&gt;
*''Learning, skills, employment and enterprise,''&lt;br /&gt;
*''Physical improvement of communities,''&lt;br /&gt;
*''Developing community property assets, and''&lt;br /&gt;
*''Eradicating fuel poverty and reducing the carbon footprint of existing and new buildings.''&lt;br /&gt;
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Although the whole programme of WHQS, WHQS plus and the ‘Can Do Toolkit’ is not expected to meet its goals by 2012, it is possible to see the potential benefits. The main aim of this programme is to achieve community and urban regeneration (as explained earlier in the different contributions of housing regeneration taking into considerations all the constraints and the benefits discussed). So far, there are some benefits which could be measured such as increasing housing standards which mean higher levels of quality of life. The justification for that is by demanding minimum standards, it is possible to achieve environment sustainability and tackle the physical, mental and social problems even before it happens. Unfortunately, although there are other potential benefits for this programme, it is difficult or very expensive to measure. Such benefits are providing job opportunities for local people, employment, skills improvements…etc. The paradigm here is that without the appropriate monitoring and evaluation technique for the consequences of the programme on the community in whole, it is difficult to determine if the programme should continue or not, and also the size of effects in relation to programme efforts, i.e. whether the amount of money and efforts spent on the programme commensurate with the size of the different goals the programme implemented for, or not.&amp;lt;br/&amp;gt;&lt;br /&gt;
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One possible solution for this obstacle, in my opinion, might be using a random check system, i.e. trying to check the size of improvements in local people’s skills, employment, education…etc. Questionnaires or random test programmes might be used in this context. This way, it might be possible to end up with a general picture of how effective the programme is and thus make any changes necessary.&lt;br /&gt;
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Another issue is the future implications of this programme. In another word, although the programme has a very good aims to regeneration, it can be argued that by providing people with these skills, jobs and education, it might end up causing serious problems in the future.&lt;br /&gt;
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One problem is affecting local people jobs topography, especially jobs which will not be needed in the process of public procurement. The justification for this is that, beside the good effects of increasing job opportunities in areas of focus which might benefit people who are unskilled, unemployed or people with unsuccessful jobs. The programme might end up changing the whole jobs topography in the area, especially if the fact that the programme is specifically concerned with housing is considered. People might change their jobs to go to a more profitable job in social housing or construction, i.e. a job which is easier to get.&lt;br /&gt;
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By the end of this programme, many of these skilled people might find themselves without jobs or with jobs below their capacity or skills. Especially if no alternative programme is introduced to absorb this size of workers. That might result in unemployment or underemployment problems which might cause very rapid fluctuations in the housing and the labour market, leading to social and economic problems in the whole area. Furthermore, and since the programme will end up with skilled and educated people, it might be very difficult to re-employ these people in another regeneration programme which has different concerns, either because the job type is different and thus it needs a lot of time and efforts, or because the social level of these new jobs is lower.&amp;lt;br/&amp;gt;&lt;br /&gt;
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There are also a number of concerns about how this programme can affect areas with a decreasing housing demand or falling population. The programme will probably have major impacts not only on the areas of its focus but also on other areas especially cities suffering from lack of jobs and skills where regeneration programmes cannot be implemented or failed. Such concerns are about whether the programme will end-up causing dangerous problems on the national and local levels such as rural-urban and urban-urban migration…etc. Will the programme try to move people from these areas, attract more businesses to these areas, or different approaches will be used?&lt;br /&gt;
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 &amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Conclusions:&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
From what was discussed earlier in this essay, it is possible to say that housing often has major contributions to all aspects of urban regeneration at the different national, local and individual levels, and hence, it is vital for housing be considered in each regeneration plan and its potential implications to be observed closely when planning for any regeneration plan.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Nevertheless, and although housing can contribute positively to regeneration programmes by enhancing the quality of life and wellbeing of a community through providing jobs, skills, employment, employability, health, equity and economic improvements…etc., it has its constraints and boundaries which should always be taken into consideration so not to cause the regeneration programme to miss its targets or even fail completely. In the following table, the main Housing Contributions, its potential positive impacts on urban regeneration and the main issues and constraints associated with each of them is summarised:&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
{| width=&amp;quot;660&amp;quot; cellspacing=&amp;quot;0&amp;quot; cellpadding=&amp;quot;0&amp;quot; border=&amp;quot;1&amp;quot;&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Type'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
'''Housing Contribution'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
'''Potential Positive Impacts'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
'''Issues and Constraints'''&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:54px&amp;quot; rowspan=&amp;quot;3&amp;quot; | &lt;br /&gt;
'''Direct Contributions'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Housing market and Affordable housing&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Equity, Self-Confidence, Education, Economic improvements…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Delivering technique, Type, Demand-Supply balance, Control, Planning…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Key to health and wellbeing&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Improving health, Crime reduction, Decrease the impacts of hunger…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Controlling technique e.g. Housing Standards, Who is Involved, Monitoring…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Environmental Sustainability&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Reduce impacts on Environment, Health improvement, Promoting good environmental public concern, Sustainable infrastructure…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Controlling and Monitoring techniques e.g. Housing Standards, Who is Involved, Efficiency versus Cost…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:54px&amp;quot; rowspan=&amp;quot;3&amp;quot; | &lt;br /&gt;
'''Indirect Contributions'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Public Procurement&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Provision of Jobs, Skills, Employment, Education, Employability, Health and Social levels improvement, Local economic and production promotion…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Difficult to attract companies, Monitoring and Evaluation challenges, Way of delivery, Speed…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Environmental Benefits&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Environment promotion, Increase local residents environmental awareness, Equity…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Difficult to evaluate, Environment versus Cost, Difficulties in attracting companies, Level of involvement and how?&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Tenant Control and Community Governance&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Overcome different obstacles before it starts, Earning community trust and thus support, Control or even stop corruption, Increase public awareness and understanding, attract private investments…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Who is involved, Level of involvement, accountability and trust, Identify responsibilities…etc.&lt;br /&gt;
&lt;br /&gt;
|}&lt;br /&gt;
&lt;br /&gt;
From the discussion of the case study of WHQS, WHQS plus and the Can Do Toolkit in Wales, it was clear that there is a strong relationships between different housing contributions to regeneration. And how difficult it is to separate them from each other. And although the programme potentially has very positive impacts for regenerating deprived areas in Wales, there are some issues to consider:&lt;br /&gt;
#The monitoring and evaluation of how effective the provision of jobs, skills, education, health…etc. to the locals is, and thus the efficiency of the whole programme.&lt;br /&gt;
#The future implication of this programme on the areas of its focus.&lt;br /&gt;
#The impacts on other deprived areas which doesn’t have a regeneration programmes or where the regeneration programmes failed in Wales and the Whole UK, especially the areas with decreasing population.&lt;br /&gt;
&lt;br /&gt;
However given there operational difficulties overall, I believe that housing contributes very positively to regeneration.&amp;lt;br/&amp;gt;&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;References:&amp;lt;/u&amp;gt;''' =&lt;br /&gt;
&lt;br /&gt;
Inform2Involve, 2008. WHQS plus: maximising benefits across Wales. Wales.&lt;br /&gt;
&lt;br /&gt;
BROWNILL, S. 1999. Turning the East End into West End: the lessons and legacies of the London Docklands Development Corporation. ''In:'' IMRIE, R. &amp;amp; THOMAS, H. (eds.) ''British Urban Policy: An Evaluation of the Urban Development Corporations. ''2nd Edition ed. London: Sage.&lt;br /&gt;
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CLAPHAM, D. 2000. Housing in Wales : the policy agenda in an era of devolution. ''Policy and practice series.'' Coventry: Chartered Institute of Housing.&lt;br /&gt;
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CLAPHAM, D., WALKER, R., MEEN, G., THAKE, S. &amp;amp; WILCOX, S. 1996. Building homes building jobs: Housing and economic renewal. National Housing Forum.&lt;br /&gt;
&lt;br /&gt;
COLLIER, P. M. 2005. Governance and the quasi-public organization: a case study of social housing. ''Critical Perspectives on Accounting,'' 16''',''' 929–949.&lt;br /&gt;
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COUCH, C. 1990. ''Urban renewal : theory and practice, ''London, Macmillan Education.&lt;br /&gt;
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EVANS, G. W. December 2003. The Built Environment and Mental Health. ''Journal of Urban Health: Bulletin of the New York Academy of Medicine,'' 80.&lt;br /&gt;
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HALL, T. 2006. ''Urban geography, ''London, Routledge.&lt;br /&gt;
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HAUGHTON, G. 1999. Environmental Justice and the Sustainable City. ''Journal of Planning Education and Research ''18''',''' 233-243.&lt;br /&gt;
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HOMES, R. 2006. Formal Consultation. Cardiff: Rhondda Cynon Taf.&lt;br /&gt;
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HOUSING, C. I. O. &amp;amp; CORPORATION, T. H. January 2003. The Community Gateway Model. ''Empowering Communities.'' Coventry: Chartered Institute of Housing.&lt;br /&gt;
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Inform2Involve, 2008. The Can Do Toolkit 2. ''(''ed.) ''SME - Friendly Procurement.'' Wales: Inform to Involve.&lt;br /&gt;
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INFORM2INVOLVE &amp;amp; WALES, C. E. I. 2006. Lessons Learnt on Stock Transfer in Wales. ''CEW.'' Wales.&lt;br /&gt;
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MA, C. T., GEE, L. &amp;amp; KUSHEL, M. B. January 2008. Associations Between Housing Instability and Food Insecurity With Health Care Access in Low-Income Children. ''Ambulatory Pediatrics,'' 8''',''' 50-57.&lt;br /&gt;
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SAUNDERS, P. 1984. Beyond housing classes: the sociological significance of private property rights in means of consumption. ''International Journal of Urban and Regional Research,'' 8''',''' 202-227.&lt;br /&gt;
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SMITH, S. J. 1990. Health Status and the Housing system. 31.&lt;br /&gt;
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STEWART, J. 2001. ''Environmental health and housing, ''London, Spon Press.&lt;br /&gt;
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TALLON, A. &amp;amp; BOOKS, D. 2010. Urban regeneration in the UK. London: Routledge.&lt;br /&gt;
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[[Category:Property_law]]&lt;br /&gt;
[[Category:Regulations]]&lt;br /&gt;
[[Category:Procurement]]&lt;br /&gt;
[[Category:Public_procedures]]&lt;br /&gt;
[[Category:Student_architect_essay_competition]]&lt;br /&gt;
[[Category:Student_engineer_essay_competition]]&lt;/div&gt;</summary>
		<author><name>Kahhhtchi</name></author>	</entry>

	<entry>
		<id>https://www.designingbuildings.co.uk/wiki/Housing_contribution_to_regeneration</id>
		<title>Housing contribution to regeneration</title>
		<link rel="alternate" type="text/html" href="https://www.designingbuildings.co.uk/wiki/Housing_contribution_to_regeneration"/>
				<updated>2012-11-26T12:38:21Z</updated>
		
		<summary type="html">&lt;p&gt;Kahhhtchi: Protected &amp;quot;Housing contribution to regeneration&amp;quot; ([edit=author] (indefinite) [move=author] (indefinite))&lt;/p&gt;
&lt;hr /&gt;
&lt;div&gt;&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Introduction&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Interest in urban regeneration is growing rapidly. Although, the idea of urban regeneration is not new, [[#ENREF_6|Couch (1990)]] claims it began in the 1960s, it is becoming increasingly important, especially after the failure of the conventional approaches to address modern economic and social problems caused by capitalization, urban growth and urbanisation phenomenon such as social inequity, migration, health, poverty, hunger and the lack of jobs, skills and education. Urban regeneration is seen as the best solution, through its roles in promoting the different environmental, economic, social and health benefits in societies. However, there is no single prescribed form of urban regeneration practise, urban regeneration schemes differ in size, type and parties involved. According to [[#ENREF_6|Couch (1990)]], Urban regeneration began in the UK as a responsibility of the public sector ,represented by the government, in the 1960s. However this was changed during the 1980s when economic growth became the main focus of urban regeneration. [[#ENREF_2|Brownill, (1999)]] argues that during this period public money was used through the market for achieving regeneration. The new policies in the 1990s and the 21&amp;lt;sup&amp;gt;st&amp;lt;/sup&amp;gt; century were focused on achieving public regeneration through public-private partnership ([[#ENREF_8|Hall, 2006]]), however the most recent policies are trying to go beyond that and involve the community itself in the regeneration process through involving social enterprises, NGOs, CBOs, and even the local residents in the process.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
So what is urban regeneration and how can it be achieved?&lt;br /&gt;
&lt;br /&gt;
According to [[#ENREF_18|Tallon (2010)]] urban regeneration is “''a comprehensive and integrated vision and action which leads to the resolution of urban problems and which seeks to bring about a lasting improvement in the economic, physical, social and environmental conditions of an area that has been subject to change”''''.'''''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Based on that definition, it is possible to divide urban regeneration into four different areas of focus which form the different aspects of life normally targeted in the regeneration process:&lt;br /&gt;
&amp;lt;ol style=&amp;quot;list-style-type:lower-roman;&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Economic: This is concerned with income, job creation, employment, employability, skills, and development.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Social/cultural: such as education, crime, health, quality of life, housing, quality of public services.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Physical/environmental: This includes built and natural environment, infrastructure, transport and communications.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Governance: This is related to the nature of engagement of local community in local decision-making, involvement of other groups, and the style of leadership.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ol&amp;gt;&lt;br /&gt;
&lt;br /&gt;
The main focus of this report is on the different roles, the housing sector can play, in urban regeneration. And the importance of promoting the housing sector in order to achieve the success of urban regeneration. However, it is important to mention that this subject is extremely complex and therefore difficult to cover adequately in this short essay. Thus, the focus of this essay will be on the main connections between housing and urban regeneration only.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Providing that the meaning of urban regeneration and its different aspects is clear, it is safe to say that housing has a significant role to play in urban regeneration because, firstly, it is an important part of the Social/cultural dimension of regeneration, and secondly, because it is directly related to the wellbeing and the welfare in a community. However, housing can contribute to regeneration indirectly due to its direct/indirect relationships to the other economic, governance and physical/environmental aspects. Based on that, housing contributions to urban regeneration can be divided into direct contributions and indirect contributions or what might be called Housing Plus. The two different types of contributions have effects at the national, local and individual levels. Although it is difficult to separate these contributions from each other because there is such a strong relationship between them, it is important to discuss these contributions briefly at the beginning separately in order to be able to understand the benefits and constraints of each of them and how they are related to regeneration and housing first. After that, these contributions will be discussed in relation to each other through the case study of the Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit and the different roles they play in urban regeneration in Wales especially in relation to social housing.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
'''&amp;lt;u&amp;gt;&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Housing Direct Contributions to Regeneration:&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Housing has a direct relationship with social equity and wellbeing; it is therefore directly connected to urban regeneration. Analysing these direct contributions of housing to regeneration is often associated with dealing with more emphasis with housing as an end product rather than a process. Housing can contribute to urban regeneration directly through: &amp;lt;/span&amp;lt;br/&amp;gt;&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== '''Housing Market and Affordable Housing:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Affordable housing is a key issue for achieving urban regeneration success. Affordable housing can be delivered using different mechanisms which can involve public, private sectors or even both. The most known mechanisms are Tax Subsidies to home owners and private investors, Support plans for Private renting, Public housing and housing vouchers which is widely used in the UK for example. According to [[#ENREF_18|Tallon (2010)]], “''The demand on housing especially affordable housing in a city is a symbol of success”'', This indicates that if there is a successful economy in a city, firms will tend to move their work to this city which means more job opportunities available to the population of this city, and is an encouragement for more people to travel to it as well. It could be argued though, this is only true within a certain range because if there is a very high level of demand and low level of supply, housing prices will raise which mean less affordable housing available. Hence, workers’ wages will increase which will lead firms to move to other areas where workers available for lower wages. By contrast, if housing supply exceeds the demand, housing prices will decrease causing major problems to the housing market and thus the whole economic system in this area.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
In addition, this is not the only way affordable housing affects regeneration. Affordable housing can plays another important role in the regeneration of an area by delivering social equity and self-confidence. [[#ENREF_15|Saunders (1984)]] says ''“Housing plays a central role in routinization everyday life and is fundamentally bound up in one's sense of control over life circumstances”''. Based on that and by providing affordable housing, it is possible to achieve social equity because more families and individuals can attain more stable life style which will make them feel equal and self-confident about themselves and thus contribute to community building instead of being a problem affecting it. Furthermore, and by increasing self-confidence, people will tend to make more efforts towards achieving higher level of quality of life, education, participation in the community and health. This is also leading to our next part where the relationship between housing and health is discussed.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Key to health and wellbeing:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Housing plays a vital role in the health and wellbeing of a society. Housing quality can dramatically affect not only the physical, mental and social health of the household who are using this housing unit, but it often exceeds that by affecting other households in an area or even the whole community. [[#ENREF_16|Smith (1990)]] argues “''certain housing environments are directly harmful to public health.”'' Many assessments have proved that there are direct links between health and housing quality. Implications of lighting, air quality, space standards, domestic noise, food storage facilities, sanitation, damp, cold and mould are seen as the most important to consider when planning for housing projects and when laying down housing design standards. Based on this study, bad housing quality is seen as an important contributor to a variety of physical illnesses such as wheezing and breathlessness, nausea, cough, bad nerves, fainting, blocked nose in adults, aching joints, meningococcal infection, constipation, as well as poor-diet and other food-related diseases.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Throughout their assessment, [[#ENREF_14|Ma (2008)]] concluded that there are direct linkages Between Housing Instability and Food Insecurity with Health Care Access especially for the children of low-income households. Families with housing and diet related problems tend to not take their children to special health centres when needed due to the socioeconomic status of the family. And therefore the problem might end up with major untreatable health problems for the children or even death.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Furthermore to these issues, it can be argued that bad housing and environment circumstances might result in the lack of self-confidence within households which leads to stress which, in turn, might influence bad and criminal behaviour causing social behavioural problems to the community. [[#ENREF_7|Evans (2003)]] through his study suggested that Noise, Crowding, Spatial hierarchy, Territoriality, Distance, Natural elements and Architecture have major effects on mental health. If good housing circumstances are provided then it is highly possible to reduce criminal behaviour and thus improve community behaviour, lifestyle and environment in whole.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Environmental sustainability:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Housing can play a huge role in achieving environmental sustainability. Beside its direct effects on health, sustainable housing means less damage on the environment which can lead not only to a better quality of life for the present generation, but also for next generations. According to [[#ENREF_17|Stewart (2001)]], there was a very high level of energy inefficiency in British homes, and although most local authorities started programmes to limit this inefficiency, the overall use of energy is not declining. That is mainly because more houses are being built, and also because it is difficult to monitor the quality/efficiency of the existing houses.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
The idea of sustainable housing, which is an important part of sustainable development and directly related to the regeneration of a community, is seen as one of the best solutions for these problems. That is because it is possible to protect environment through decreasing the damaging of homes on the environment by putting some limitations and rules on developments such as the use of housing energy efficiency standards, promoting the use of renewable energy in homes, designing and building of houses and neighbourhoods with using more sustainable infrastructure systems, as well as, planning and implementing effective schemas to control and monitor housing efficiency throughout involving local communities and NGOs in the process.&lt;br /&gt;
&lt;br /&gt;
Housing has another contribution to regeneration which is also associated with the environment. This contribution will be dealt with within the next part (Environmental Benefits) as an indirect contribution.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
For all the factors above, housing, and especially affordable housing, is considered as a key element to social equity, health and wellbeing. And thus, it is important to consider in regeneration plans because it can be used to improve the public status and public health as well as reducing physical, mental and social diseases and problems. Governments, local authorities and other non-governmental or community-based organisations should, therefore, pay more attention to the provision of affordable housing and improving housing circumstances by implementing housing regeneration plans and putting housing quality standards such as the Welsh Housing Quality Standards (WHQLS) which will be discussed later on in this essay. However, there are some common issues which should be considered before getting these housing benefits, such issues are generally associated with the way of delivery/monitoring and the level of involvement of different parties in decision making.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
'''&amp;lt;u&amp;gt;&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Housing Indirect Contributions to Regeneration (Housing Plus):&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Housing can also contribute to regeneration indirectly. These contributions are often seen as important as the direct contributions of housing already discussed. In this instance, housing is often seen as a process rather than an end product. Governments, local authorities, NGOs and CBOs see the housing process as a very good opportunity to recruit people and provide them with skills, and also to achieve environmental and governance benefits. They, therefore, often try to implement certain programmes to achieve these benefits. A good example of these programmes is the Can Do Toolkit 1 and 2 in Wales which we are going to discuss in more details later on in this essay.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Public Procurement:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
The process of public procurement is one of the key contributions to regeneration, because beside helping with ‘the provision of decent housing, bringing empty houses back to the market, housing market restructuring, achieving quality of life for households, promoting health and education of the people’ which can be achieved through housing programmes from one side, it is possible to maximise the benefits by delivering education, health, jobs, skills, employment, development and higher levels of employability throughout implementing public procurements programmes.&lt;br /&gt;
&lt;br /&gt;
[[#ENREF_4|Clapham (1996)]] suggest that through encouraging housing investments on different levels, it is possible to reduce unemployment both on the national and local levels throughout the creation of new job opportunities. Housing can also offer local and individual benefits such as providing people with skills and achieving welfare.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
However, it is possible to say that the creation of new job opportunities is not enough because workers need skills in order to work in the construction industry, therefore it is highly important to use public procurement in order to provide these workers with sufficient training and self-confidence first. Training and education should be considered in housing programmes in order for these programmes to succeed. Otherwise these programmes might fail to meet their goals in time which might lead to very dangerous consequences on the community or penalties for the developer.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Housing organised through public procurement can also be used to promote improvement in the local economy by encouraging the use of local production of materials and services in contracts, or by using mechanisms which can promote local firms and factories by twining or partnerships with larger and more advanced national and multinational firms or factories. The resulted successful economy will influence people to seek higher educational levels, that in turn will result in higher level of awareness for the social and health problems and thus start to remedy these dangerous problems.&lt;br /&gt;
&lt;br /&gt;
Aside from above, public procurement can also be used to achieve some environmental benefits. This will be discussed in more detail in the next part.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Environmental Benefits:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Continuing on from the points discussed earlier regarding environmental sustainability; it is also possible to achieve further environmental benefits by using public procurement. Throughout housing programmes and public procurement, Housing associations can put some regulation which enforce or at least promote the use of local recyclable building materials which have positive effect on the local environment. Also it can limit the type of machinery and utilities used in the construction process of the new houses or the developing process of existing homes. It can even add conditions about the way of recycling waste disposal from the old houses which might need to be demolished through the process of regeneration.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Furthermore, and throughout involving local residence and organisations, it will be possible to increase the understanding and the awareness of the environment challenges. Thus, start tackling the environmental problems from the source even before it starts to appear.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
According to [[#ENREF_9|Haughton (1999)]], Sustainable development involves five equity principles; Inter-generational equity, or as drawn from the Brundtland definition of sustainable development “Development which meets the needs of the present without compromising the ability of future generations to meet their own needs”, Social equity and social justice, Geographical equity, Procedural equity, and Inter-species equity. Based on these criteria, and by achieving sustainable housing, it is highly possible to achieve higher levels of equity in a community not only on the local level but also on the national and international levels, and that is one of the important aspects in each urban regeneration plan.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
==  '''Tenant Control and Community Governance:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Tenant control and community governance is essential for any housing regeneration plan because it often decides the success of the housing regeneration plan. There are three main benefits of involving tenants and other stakeholders in the housing development plan and taking their points of view; Firstly, by taking the future households’ opinions, it is highly possible to overcome a lot of obstacles which might appear later on during or after regeneration and cause it to fail or end up without achieving the main goals in time. Secondly, by involving different people in this process, the different parties will have direct links with the whole regeneration programme which will help earning people trust in the process and at the same time decrease the probability of corruption. Thirdly and finally, the involvement of local people in the decision making process will often lead to a better understanding and awareness of the type and size of the challenges for both the government and the local people themselves. That, in turn, will enhance the possibilities of sustaining a better quality of life and promote much better social behaviour through a sense of ownership of the local issues.&lt;br /&gt;
&lt;br /&gt;
As for community governance, it often means shifting some of the responsibilities of housing to the private sector. That could entail full responsibilities such as the stock transfer happened in Wales between local authorities and local non-profit organisations, or part of the responsibilities such as the transfer of some of the responsibilities for example housing maintenance or control to some private organisations. It might even lead to attracting private investments as [[#ENREF_3|Clapham (2000)]] suggested ''“the attraction of the transfer is that it can make private finance available for regeneration, thus making the available public money stretch further”''''. '''''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
However it can be argued here that by shifting these responsibilities to the private sector, local authorities might find it difficult to control housing. Therefore new housing control system should be regulated and implemented in order to give local authorities some control in case of crisis or when there are more important strategic goals to achieve without affecting the community governance system performance. Furthermore this type of governance needs high levels of accountability on the community, the local non-profit organisations or local housing associations. [[#ENREF_5|Collier (2005)]] raises very important questions here, ''“Who is accountable? To whom are they accountable? For what are they accountable?”'' He argues that it is highly important to identify the basis of choosing the right party to shift housing responsibilities to, and the extent of their responsibilities and finally the type of responsibilities. Otherwise it could cause more problems rather than helping to solve housing issues, especially if the responsibilities is too large for the private organisation to handle, or if the organisation does not have the expertise required, or if there is some conflict in responsibilities happened.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Having discussed the different direct and indirect housing contributions to regeneration is clear, we are going to discuss one case study of the ‘Welsh Housing Quality Standards’ (WHQS) and the ‘Can Do Toolkit 1 &amp;amp; 2’ by Inform to Involve organisation in Wales to deal with these contributions more in greater depth and then discuss some key issues associated with it. However, and since the subject is too complex and wide, and there is not enough space to discuss all the issues within this short essay, we are going to restrict to the most important points only.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
'''&amp;lt;u&amp;gt;&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Case Study: The Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
According to the [[#ENREF_10|Homes (2006)]], [[#ENREF_11|Housing (2003)]], [[#ENREF_12|Inform2Involve (2008)]], and [[#ENREF_13|Inform2Involve (2006)]], The ‘Welsh Housing quality Standards’ (WHQS) and the ‘Can Do Toolkit’ introduced by the Welsh Housing assembly and Inform to Involve organisation respectively, is a complete housing programme in Wales. While the WHQS is trying to ensure that all housing stock by local authorities and registered social landlords RSLs in Wales reaches a specific standards by 2012 and then to maintain the standard over a 30 year period in order to guarantee higher level of quality of life solving some of the health, social, environmental and safety problems discussed in ‘the Direct Contributions of Housing’ earlier. The second one is complementary implementing certain rules and schemes in order to achieve higher regeneration benefits such as providing jobs, employment, skills, education, environmental benefits, encouraging local contractors and local industries…etc. ,which we also discussed in ‘the Indirect Contributions of Housing’, or as [[#ENREF_1|Inform2Involve (2008)]] summarise it, ''providing local people with:''&amp;lt;br/&amp;gt;&lt;br /&gt;
*''Learning, skills, employment and enterprise,''&lt;br /&gt;
*''Physical improvement of communities,''&lt;br /&gt;
*''Developing community property assets, and''&lt;br /&gt;
*''Eradicating fuel poverty and reducing the carbon footprint of existing and new buildings.''&lt;br /&gt;
&lt;br /&gt;
Although the whole programme of WHQS, WHQS plus and the ‘Can Do Toolkit’ is not expected to meet its goals by 2012, it is possible to see the potential benefits. The main aim of this programme is to achieve community and urban regeneration (as explained earlier in the different contributions of housing regeneration taking into considerations all the constraints and the benefits discussed). So far, there are some benefits which could be measured such as increasing housing standards which mean higher levels of quality of life. The justification for that is by demanding minimum standards, it is possible to achieve environment sustainability and tackle the physical, mental and social problems even before it happens. Unfortunately, although there are other potential benefits for this programme, it is difficult or very expensive to measure. Such benefits are providing job opportunities for local people, employment, skills improvements…etc. The paradigm here is that without the appropriate monitoring and evaluation technique for the consequences of the programme on the community in whole, it is difficult to determine if the programme should continue or not, and also the size of effects in relation to programme efforts, i.e. whether the amount of money and efforts spent on the programme commensurate with the size of the different goals the programme implemented for, or not.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
One possible solution for this obstacle, in my opinion, might be using a random check system, i.e. trying to check the size of improvements in local people’s skills, employment, education…etc. Questionnaires or random test programmes might be used in this context. This way, it might be possible to end up with a general picture of how effective the programme is and thus make any changes necessary.&lt;br /&gt;
&lt;br /&gt;
Another issue is the future implications of this programme. In another word, although the programme has a very good aims to regeneration, it can be argued that by providing people with these skills, jobs and education, it might end up causing serious problems in the future.&lt;br /&gt;
&lt;br /&gt;
One problem is affecting local people jobs topography, especially jobs which will not be needed in the process of public procurement. The justification for this is that, beside the good effects of increasing job opportunities in areas of focus which might benefit people who are unskilled, unemployed or people with unsuccessful jobs. The programme might end up changing the whole jobs topography in the area, especially if the fact that the programme is specifically concerned with housing is considered. People might change their jobs to go to a more profitable job in social housing or construction, i.e. a job which is easier to get.&lt;br /&gt;
&lt;br /&gt;
By the end of this programme, many of these skilled people might find themselves without jobs or with jobs below their capacity or skills. Especially if no alternative programme is introduced to absorb this size of workers. That might result in unemployment or underemployment problems which might cause very rapid fluctuations in the housing and the labour market, leading to social and economic problems in the whole area. Furthermore, and since the programme will end up with skilled and educated people, it might be very difficult to re-employ these people in another regeneration programme which has different concerns, either because the job type is different and thus it needs a lot of time and efforts, or because the social level of these new jobs is lower.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
There are also a number of concerns about how this programme can affect areas with a decreasing housing demand or falling population. The programme will probably have major impacts not only on the areas of its focus but also on other areas especially cities suffering from lack of jobs and skills where regeneration programmes cannot be implemented or failed. Such concerns are about whether the programme will end-up causing dangerous problems on the national and local levels such as rural-urban and urban-urban migration…etc. Will the programme try to move people from these areas, attract more businesses to these areas, or different approaches will be used?&lt;br /&gt;
&lt;br /&gt;
'''&amp;lt;u&amp;gt;&amp;lt;/u&amp;gt;'''&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Conclusions:&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
From what was discussed earlier in this essay, it is possible to say that housing often has major contributions to all aspects of urban regeneration at the different national, local and individual levels, and hence, it is vital for housing be considered in each regeneration plan and its potential implications to be observed closely when planning for any regeneration plan.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Nevertheless, and although housing can contribute positively to regeneration programmes by enhancing the quality of life and wellbeing of a community through providing jobs, skills, employment, employability, health, equity and economic improvements…etc., it has its constraints and boundaries which should always be taken into consideration so not to cause the regeneration programme to miss its targets or even fail completely. In the following table, the main Housing Contributions, its potential positive impacts on urban regeneration and the main issues and constraints associated with each of them is summarised:&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
{| width=&amp;quot;660&amp;quot; cellspacing=&amp;quot;0&amp;quot; cellpadding=&amp;quot;0&amp;quot; border=&amp;quot;1&amp;quot;&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Type'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
'''Housing Contribution'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
'''Potential Positive Impacts'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
'''Issues and Constraints'''&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| rowspan=&amp;quot;3&amp;quot; style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Direct Contributions'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Housing market and Affordable housing&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Equity, Self-Confidence, Education, Economic improvements…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Delivering technique, Type, Demand-Supply balance, Control, Planning…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Key to health and wellbeing&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Improving health, Crime reduction, Decrease the impacts of hunger…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Controlling technique e.g. Housing Standards, Who is Involved, Monitoring…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Environmental Sustainability&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Reduce impacts on Environment, Health improvement, Promoting good environmental public concern, Sustainable infrastructure…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Controlling and Monitoring techniques e.g. Housing Standards, Who is Involved, Efficiency versus Cost…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| rowspan=&amp;quot;3&amp;quot; style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Indirect Contributions'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Public Procurement&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Provision of Jobs, Skills, Employment, Education, Employability, Health and Social levels improvement, Local economic and production promotion…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Difficult to attract companies, Monitoring and Evaluation challenges, Way of delivery, Speed…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Environmental Benefits&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Environment promotion, Increase local residents environmental awareness, Equity…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Difficult to evaluate, Environment versus Cost, Difficulties in attracting companies, Level of involvement and how?&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Tenant Control and Community Governance&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Overcome different obstacles before it starts, Earning community trust and thus support, Control or even stop corruption, Increase public awareness and understanding, attract private investments…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Who is involved, Level of involvement, accountability and trust, Identify responsibilities…etc.&lt;br /&gt;
&lt;br /&gt;
|}&lt;br /&gt;
&lt;br /&gt;
From the discussion of the case study of WHQS, WHQS plus and the Can Do Toolkit in Wales, it was clear that there is a strong relationships between different housing contributions to regeneration. And how difficult it is to separate them from each other. And although the programme potentially has very positive impacts for regenerating deprived areas in Wales, there are some issues to consider:&lt;br /&gt;
#The monitoring and evaluation of how effective the provision of jobs, skills, education, health…etc. to the locals is, and thus the efficiency of the whole programme.&lt;br /&gt;
#The future implication of this programme on the areas of its focus.&lt;br /&gt;
#The impacts on other deprived areas which doesn’t have a regeneration programmes or where the regeneration programmes failed in Wales and the Whole UK, especially the areas with decreasing population.&lt;br /&gt;
&lt;br /&gt;
However given there operational difficulties overall, I believe that housing contributes very positively to regeneration.&amp;lt;br/&amp;gt;&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
= '''&amp;lt;u&amp;gt;References:&amp;lt;/u&amp;gt;''' =&lt;br /&gt;
&lt;br /&gt;
Inform2Involve, 2008. WHQS plus: maximising benefits across Wales. Wales.&lt;br /&gt;
&lt;br /&gt;
BROWNILL, S. 1999. Turning the East End into West End: the lessons and legacies of the London Docklands Development Corporation. ''In:'' IMRIE, R. &amp;amp; THOMAS, H. (eds.) ''British Urban Policy: An Evaluation of the Urban Development Corporations. ''2nd Edition ed. London: Sage.&lt;br /&gt;
&lt;br /&gt;
CLAPHAM, D. 2000. Housing in Wales : the policy agenda in an era of devolution. ''Policy and practice series.'' Coventry: Chartered Institute of Housing.&lt;br /&gt;
&lt;br /&gt;
CLAPHAM, D., WALKER, R., MEEN, G., THAKE, S. &amp;amp; WILCOX, S. 1996. Building homes building jobs: Housing and economic renewal. National Housing Forum.&lt;br /&gt;
&lt;br /&gt;
COLLIER, P. M. 2005. Governance and the quasi-public organization: a case study of social housing. ''Critical Perspectives on Accounting,'' 16''',''' 929–949.&lt;br /&gt;
&lt;br /&gt;
COUCH, C. 1990. ''Urban renewal : theory and practice, ''London, Macmillan Education.&lt;br /&gt;
&lt;br /&gt;
EVANS, G. W. December 2003. The Built Environment and Mental Health. ''Journal of Urban Health: Bulletin of the New York Academy of Medicine,'' 80.&lt;br /&gt;
&lt;br /&gt;
HALL, T. 2006. ''Urban geography, ''London, Routledge.&lt;br /&gt;
&lt;br /&gt;
HAUGHTON, G. 1999. Environmental Justice and the Sustainable City. ''Journal of Planning Education and Research ''18''',''' 233-243.&lt;br /&gt;
&lt;br /&gt;
HOMES, R. 2006. Formal Consultation. Cardiff: Rhondda Cynon Taf.&lt;br /&gt;
&lt;br /&gt;
HOUSING, C. I. O. &amp;amp; CORPORATION, T. H. January 2003. The Community Gateway Model. ''Empowering Communities.'' Coventry: Chartered Institute of Housing.&lt;br /&gt;
&lt;br /&gt;
Inform2Involve, 2008. The Can Do Toolkit 2. ''(''ed.) ''SME - Friendly Procurement.'' Wales: Inform to Involve.&lt;br /&gt;
&lt;br /&gt;
INFORM2INVOLVE &amp;amp; WALES, C. E. I. 2006. Lessons Learnt on Stock Transfer in Wales. ''CEW.'' Wales.&lt;br /&gt;
&lt;br /&gt;
MA, C. T., GEE, L. &amp;amp; KUSHEL, M. B. January 2008. Associations Between Housing Instability and Food Insecurity With Health Care Access in Low-Income Children. ''Ambulatory Pediatrics,'' 8''',''' 50-57.&lt;br /&gt;
&lt;br /&gt;
SAUNDERS, P. 1984. Beyond housing classes: the sociological significance of private property rights in means of consumption. ''International Journal of Urban and Regional Research,'' 8''',''' 202-227.&lt;br /&gt;
&lt;br /&gt;
SMITH, S. J. 1990. Health Status and the Housing system. 31.&lt;br /&gt;
&lt;br /&gt;
STEWART, J. 2001. ''Environmental health and housing, ''London, Spon Press.&lt;br /&gt;
&lt;br /&gt;
TALLON, A. &amp;amp; BOOKS, D. 2010. Urban regeneration in the UK. London: Routledge.&lt;br /&gt;
&lt;br /&gt;
[[Category:Construction_management]]&lt;br /&gt;
[[Category:Sustainability]]&lt;br /&gt;
[[Category:Planning_permission]]&lt;br /&gt;
[[Category:Property_law]]&lt;br /&gt;
[[Category:Regulations]]&lt;br /&gt;
[[Category:Procurement]]&lt;br /&gt;
[[Category:Public_procedures]]&lt;br /&gt;
[[Category:Student_architect_essay_competition]]&lt;br /&gt;
[[Category:Student_engineer_essay_competition]]&lt;/div&gt;</summary>
		<author><name>Kahhhtchi</name></author>	</entry>

	<entry>
		<id>https://www.designingbuildings.co.uk/wiki/Housing_contribution_to_regeneration</id>
		<title>Housing contribution to regeneration</title>
		<link rel="alternate" type="text/html" href="https://www.designingbuildings.co.uk/wiki/Housing_contribution_to_regeneration"/>
				<updated>2012-11-26T12:36:02Z</updated>
		
		<summary type="html">&lt;p&gt;Kahhhtchi: Created page with &amp;quot; = '''&amp;lt;u&amp;gt;Introduction&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =  Interest in urban regeneration is growing rapidly. Although, the idea of urban regeneration is not new, Couch (1990) claims it b...&amp;quot;&lt;/p&gt;
&lt;hr /&gt;
&lt;div&gt;&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Introduction&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Interest in urban regeneration is growing rapidly. Although, the idea of urban regeneration is not new, [[#ENREF_6|Couch (1990)]] claims it began in the 1960s, it is becoming increasingly important, especially after the failure of the conventional approaches to address modern economic and social problems caused by capitalization, urban growth and urbanisation phenomenon such as social inequity, migration, health, poverty, hunger and the lack of jobs, skills and education. Urban regeneration is seen as the best solution, through its roles in promoting the different environmental, economic, social and health benefits in societies. However, there is no single prescribed form of urban regeneration practise, urban regeneration schemes differ in size, type and parties involved. According to [[#ENREF_6|Couch (1990)]], Urban regeneration began in the UK as a responsibility of the public sector ,represented by the government, in the 1960s. However this was changed during the 1980s when economic growth became the main focus of urban regeneration. [[#ENREF_2|Brownill, (1999)]] argues that during this period public money was used through the market for achieving regeneration. The new policies in the 1990s and the 21&amp;lt;sup&amp;gt;st&amp;lt;/sup&amp;gt; century were focused on achieving public regeneration through public-private partnership ([[#ENREF_8|Hall, 2006]]), however the most recent policies are trying to go beyond that and involve the community itself in the regeneration process through involving social enterprises, NGOs, CBOs, and even the local residents in the process.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
So what is urban regeneration and how can it be achieved?&lt;br /&gt;
&lt;br /&gt;
According to [[#ENREF_18|Tallon (2010)]] urban regeneration is “''a comprehensive and integrated vision and action which leads to the resolution of urban problems and which seeks to bring about a lasting improvement in the economic, physical, social and environmental conditions of an area that has been subject to change”''''.'''''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Based on that definition, it is possible to divide urban regeneration into four different areas of focus which form the different aspects of life normally targeted in the regeneration process:&lt;br /&gt;
&amp;lt;ol style=&amp;quot;list-style-type:lower-roman;&amp;quot;&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Economic: This is concerned with income, job creation, employment, employability, skills, and development.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Social/cultural: such as education, crime, health, quality of life, housing, quality of public services.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Physical/environmental: This includes built and natural environment, infrastructure, transport and communications.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;li&amp;gt;Governance: This is related to the nature of engagement of local community in local decision-making, involvement of other groups, and the style of leadership.&amp;lt;/li&amp;gt;&lt;br /&gt;
&amp;lt;/ol&amp;gt;&lt;br /&gt;
&lt;br /&gt;
The main focus of this report is on the different roles, the housing sector can play, in urban regeneration. And the importance of promoting the housing sector in order to achieve the success of urban regeneration. However, it is important to mention that this subject is extremely complex and therefore difficult to cover adequately in this short essay. Thus, the focus of this essay will be on the main connections between housing and urban regeneration only.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Providing that the meaning of urban regeneration and its different aspects is clear, it is safe to say that housing has a significant role to play in urban regeneration because, firstly, it is an important part of the Social/cultural dimension of regeneration, and secondly, because it is directly related to the wellbeing and the welfare in a community. However, housing can contribute to regeneration indirectly due to its direct/indirect relationships to the other economic, governance and physical/environmental aspects. Based on that, housing contributions to urban regeneration can be divided into direct contributions and indirect contributions or what might be called Housing Plus. The two different types of contributions have effects at the national, local and individual levels. Although it is difficult to separate these contributions from each other because there is such a strong relationship between them, it is important to discuss these contributions briefly at the beginning separately in order to be able to understand the benefits and constraints of each of them and how they are related to regeneration and housing first. After that, these contributions will be discussed in relation to each other through the case study of the Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit and the different roles they play in urban regeneration in Wales especially in relation to social housing.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
'''&amp;lt;u&amp;gt;&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Housing Direct Contributions to Regeneration:&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Housing has a direct relationship with social equity and wellbeing; it is therefore directly connected to urban regeneration. Analysing these direct contributions of housing to regeneration is often associated with dealing with more emphasis with housing as an end product rather than a process. Housing can contribute to urban regeneration directly through: &amp;lt;/span&amp;lt;br/&amp;gt;&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== '''Housing Market and Affordable Housing:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Affordable housing is a key issue for achieving urban regeneration success. Affordable housing can be delivered using different mechanisms which can involve public, private sectors or even both. The most known mechanisms are Tax Subsidies to home owners and private investors, Support plans for Private renting, Public housing and housing vouchers which is widely used in the UK for example. According to [[#ENREF_18|Tallon (2010)]], “''The demand on housing especially affordable housing in a city is a symbol of success”'', This indicates that if there is a successful economy in a city, firms will tend to move their work to this city which means more job opportunities available to the population of this city, and is an encouragement for more people to travel to it as well. It could be argued though, this is only true within a certain range because if there is a very high level of demand and low level of supply, housing prices will raise which mean less affordable housing available. Hence, workers’ wages will increase which will lead firms to move to other areas where workers available for lower wages. By contrast, if housing supply exceeds the demand, housing prices will decrease causing major problems to the housing market and thus the whole economic system in this area.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
In addition, this is not the only way affordable housing affects regeneration. Affordable housing can plays another important role in the regeneration of an area by delivering social equity and self-confidence. [[#ENREF_15|Saunders (1984)]] says ''“Housing plays a central role in routinization everyday life and is fundamentally bound up in one's sense of control over life circumstances”''. Based on that and by providing affordable housing, it is possible to achieve social equity because more families and individuals can attain more stable life style which will make them feel equal and self-confident about themselves and thus contribute to community building instead of being a problem affecting it. Furthermore, and by increasing self-confidence, people will tend to make more efforts towards achieving higher level of quality of life, education, participation in the community and health. This is also leading to our next part where the relationship between housing and health is discussed.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Key to health and wellbeing:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Housing plays a vital role in the health and wellbeing of a society. Housing quality can dramatically affect not only the physical, mental and social health of the household who are using this housing unit, but it often exceeds that by affecting other households in an area or even the whole community. [[#ENREF_16|Smith (1990)]] argues “''certain housing environments are directly harmful to public health.”'' Many assessments have proved that there are direct links between health and housing quality. Implications of lighting, air quality, space standards, domestic noise, food storage facilities, sanitation, damp, cold and mould are seen as the most important to consider when planning for housing projects and when laying down housing design standards. Based on this study, bad housing quality is seen as an important contributor to a variety of physical illnesses such as wheezing and breathlessness, nausea, cough, bad nerves, fainting, blocked nose in adults, aching joints, meningococcal infection, constipation, as well as poor-diet and other food-related diseases.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Throughout their assessment, [[#ENREF_14|Ma (2008)]] concluded that there are direct linkages Between Housing Instability and Food Insecurity with Health Care Access especially for the children of low-income households. Families with housing and diet related problems tend to not take their children to special health centres when needed due to the socioeconomic status of the family. And therefore the problem might end up with major untreatable health problems for the children or even death.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Furthermore to these issues, it can be argued that bad housing and environment circumstances might result in the lack of self-confidence within households which leads to stress which, in turn, might influence bad and criminal behaviour causing social behavioural problems to the community. [[#ENREF_7|Evans (2003)]] through his study suggested that Noise, Crowding, Spatial hierarchy, Territoriality, Distance, Natural elements and Architecture have major effects on mental health. If good housing circumstances are provided then it is highly possible to reduce criminal behaviour and thus improve community behaviour, lifestyle and environment in whole.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Environmental sustainability:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Housing can play a huge role in achieving environmental sustainability. Beside its direct effects on health, sustainable housing means less damage on the environment which can lead not only to a better quality of life for the present generation, but also for next generations. According to [[#ENREF_17|Stewart (2001)]], there was a very high level of energy inefficiency in British homes, and although most local authorities started programmes to limit this inefficiency, the overall use of energy is not declining. That is mainly because more houses are being built, and also because it is difficult to monitor the quality/efficiency of the existing houses.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
The idea of sustainable housing, which is an important part of sustainable development and directly related to the regeneration of a community, is seen as one of the best solutions for these problems. That is because it is possible to protect environment through decreasing the damaging of homes on the environment by putting some limitations and rules on developments such as the use of housing energy efficiency standards, promoting the use of renewable energy in homes, designing and building of houses and neighbourhoods with using more sustainable infrastructure systems, as well as, planning and implementing effective schemas to control and monitor housing efficiency throughout involving local communities and NGOs in the process.&lt;br /&gt;
&lt;br /&gt;
Housing has another contribution to regeneration which is also associated with the environment. This contribution will be dealt with within the next part (Environmental Benefits) as an indirect contribution.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
For all the factors above, housing, and especially affordable housing, is considered as a key element to social equity, health and wellbeing. And thus, it is important to consider in regeneration plans because it can be used to improve the public status and public health as well as reducing physical, mental and social diseases and problems. Governments, local authorities and other non-governmental or community-based organisations should, therefore, pay more attention to the provision of affordable housing and improving housing circumstances by implementing housing regeneration plans and putting housing quality standards such as the Welsh Housing Quality Standards (WHQLS) which will be discussed later on in this essay. However, there are some common issues which should be considered before getting these housing benefits, such issues are generally associated with the way of delivery/monitoring and the level of involvement of different parties in decision making.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
'''&amp;lt;u&amp;gt;&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Housing Indirect Contributions to Regeneration (Housing Plus):&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
Housing can also contribute to regeneration indirectly. These contributions are often seen as important as the direct contributions of housing already discussed. In this instance, housing is often seen as a process rather than an end product. Governments, local authorities, NGOs and CBOs see the housing process as a very good opportunity to recruit people and provide them with skills, and also to achieve environmental and governance benefits. They, therefore, often try to implement certain programmes to achieve these benefits. A good example of these programmes is the Can Do Toolkit 1 and 2 in Wales which we are going to discuss in more details later on in this essay.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Public Procurement:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
The process of public procurement is one of the key contributions to regeneration, because beside helping with ‘the provision of decent housing, bringing empty houses back to the market, housing market restructuring, achieving quality of life for households, promoting health and education of the people’ which can be achieved through housing programmes from one side, it is possible to maximise the benefits by delivering education, health, jobs, skills, employment, development and higher levels of employability throughout implementing public procurements programmes.&lt;br /&gt;
&lt;br /&gt;
[[#ENREF_4|Clapham (1996)]] suggest that through encouraging housing investments on different levels, it is possible to reduce unemployment both on the national and local levels throughout the creation of new job opportunities. Housing can also offer local and individual benefits such as providing people with skills and achieving welfare.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
However, it is possible to say that the creation of new job opportunities is not enough because workers need skills in order to work in the construction industry, therefore it is highly important to use public procurement in order to provide these workers with sufficient training and self-confidence first. Training and education should be considered in housing programmes in order for these programmes to succeed. Otherwise these programmes might fail to meet their goals in time which might lead to very dangerous consequences on the community or penalties for the developer.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Housing organised through public procurement can also be used to promote improvement in the local economy by encouraging the use of local production of materials and services in contracts, or by using mechanisms which can promote local firms and factories by twining or partnerships with larger and more advanced national and multinational firms or factories. The resulted successful economy will influence people to seek higher educational levels, that in turn will result in higher level of awareness for the social and health problems and thus start to remedy these dangerous problems.&lt;br /&gt;
&lt;br /&gt;
Aside from above, public procurement can also be used to achieve some environmental benefits. This will be discussed in more detail in the next part.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
== &amp;lt;br/&amp;gt;'''Environmental Benefits:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Continuing on from the points discussed earlier regarding environmental sustainability; it is also possible to achieve further environmental benefits by using public procurement. Throughout housing programmes and public procurement, Housing associations can put some regulation which enforce or at least promote the use of local recyclable building materials which have positive effect on the local environment. Also it can limit the type of machinery and utilities used in the construction process of the new houses or the developing process of existing homes. It can even add conditions about the way of recycling waste disposal from the old houses which might need to be demolished through the process of regeneration.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Furthermore, and throughout involving local residence and organisations, it will be possible to increase the understanding and the awareness of the environment challenges. Thus, start tackling the environmental problems from the source even before it starts to appear.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
According to [[#ENREF_9|Haughton (1999)]], Sustainable development involves five equity principles; Inter-generational equity, or as drawn from the Brundtland definition of sustainable development “Development which meets the needs of the present without compromising the ability of future generations to meet their own needs”, Social equity and social justice, Geographical equity, Procedural equity, and Inter-species equity. Based on these criteria, and by achieving sustainable housing, it is highly possible to achieve higher levels of equity in a community not only on the local level but also on the national and international levels, and that is one of the important aspects in each urban regeneration plan.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
==  '''Tenant Control and Community Governance:'''&amp;lt;br/&amp;gt; ==&lt;br /&gt;
&lt;br /&gt;
Tenant control and community governance is essential for any housing regeneration plan because it often decides the success of the housing regeneration plan. There are three main benefits of involving tenants and other stakeholders in the housing development plan and taking their points of view; Firstly, by taking the future households’ opinions, it is highly possible to overcome a lot of obstacles which might appear later on during or after regeneration and cause it to fail or end up without achieving the main goals in time. Secondly, by involving different people in this process, the different parties will have direct links with the whole regeneration programme which will help earning people trust in the process and at the same time decrease the probability of corruption. Thirdly and finally, the involvement of local people in the decision making process will often lead to a better understanding and awareness of the type and size of the challenges for both the government and the local people themselves. That, in turn, will enhance the possibilities of sustaining a better quality of life and promote much better social behaviour through a sense of ownership of the local issues.&lt;br /&gt;
&lt;br /&gt;
As for community governance, it often means shifting some of the responsibilities of housing to the private sector. That could entail full responsibilities such as the stock transfer happened in Wales between local authorities and local non-profit organisations, or part of the responsibilities such as the transfer of some of the responsibilities for example housing maintenance or control to some private organisations. It might even lead to attracting private investments as [[#ENREF_3|Clapham (2000)]] suggested ''“the attraction of the transfer is that it can make private finance available for regeneration, thus making the available public money stretch further”''''. '''''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
However it can be argued here that by shifting these responsibilities to the private sector, local authorities might find it difficult to control housing. Therefore new housing control system should be regulated and implemented in order to give local authorities some control in case of crisis or when there are more important strategic goals to achieve without affecting the community governance system performance. Furthermore this type of governance needs high levels of accountability on the community, the local non-profit organisations or local housing associations. [[#ENREF_5|Collier (2005)]] raises very important questions here, ''“Who is accountable? To whom are they accountable? For what are they accountable?”'' He argues that it is highly important to identify the basis of choosing the right party to shift housing responsibilities to, and the extent of their responsibilities and finally the type of responsibilities. Otherwise it could cause more problems rather than helping to solve housing issues, especially if the responsibilities is too large for the private organisation to handle, or if the organisation does not have the expertise required, or if there is some conflict in responsibilities happened.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Having discussed the different direct and indirect housing contributions to regeneration is clear, we are going to discuss one case study of the ‘Welsh Housing Quality Standards’ (WHQS) and the ‘Can Do Toolkit 1 &amp;amp; 2’ by Inform to Involve organisation in Wales to deal with these contributions more in greater depth and then discuss some key issues associated with it. However, and since the subject is too complex and wide, and there is not enough space to discuss all the issues within this short essay, we are going to restrict to the most important points only.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
'''&amp;lt;u&amp;gt;&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Case Study: The Welsh Housing Quality Standards (WHQS) and the Can Do Toolkit&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
According to the [[#ENREF_10|Homes (2006)]], [[#ENREF_11|Housing (2003)]], [[#ENREF_12|Inform2Involve (2008)]], and [[#ENREF_13|Inform2Involve (2006)]], The ‘Welsh Housing quality Standards’ (WHQS) and the ‘Can Do Toolkit’ introduced by the Welsh Housing assembly and Inform to Involve organisation respectively, is a complete housing programme in Wales. While the WHQS is trying to ensure that all housing stock by local authorities and registered social landlords RSLs in Wales reaches a specific standards by 2012 and then to maintain the standard over a 30 year period in order to guarantee higher level of quality of life solving some of the health, social, environmental and safety problems discussed in ‘the Direct Contributions of Housing’ earlier. The second one is complementary implementing certain rules and schemes in order to achieve higher regeneration benefits such as providing jobs, employment, skills, education, environmental benefits, encouraging local contractors and local industries…etc. ,which we also discussed in ‘the Indirect Contributions of Housing’, or as [[#ENREF_1|Inform2Involve (2008)]] summarise it, ''providing local people with:''&amp;lt;br/&amp;gt;&lt;br /&gt;
*''Learning, skills, employment and enterprise,''&lt;br /&gt;
*''Physical improvement of communities,''&lt;br /&gt;
*''Developing community property assets, and''&lt;br /&gt;
*''Eradicating fuel poverty and reducing the carbon footprint of existing and new buildings.''&lt;br /&gt;
&lt;br /&gt;
Although the whole programme of WHQS, WHQS plus and the ‘Can Do Toolkit’ is not expected to meet its goals by 2012, it is possible to see the potential benefits. The main aim of this programme is to achieve community and urban regeneration (as explained earlier in the different contributions of housing regeneration taking into considerations all the constraints and the benefits discussed). So far, there are some benefits which could be measured such as increasing housing standards which mean higher levels of quality of life. The justification for that is by demanding minimum standards, it is possible to achieve environment sustainability and tackle the physical, mental and social problems even before it happens. Unfortunately, although there are other potential benefits for this programme, it is difficult or very expensive to measure. Such benefits are providing job opportunities for local people, employment, skills improvements…etc. The paradigm here is that without the appropriate monitoring and evaluation technique for the consequences of the programme on the community in whole, it is difficult to determine if the programme should continue or not, and also the size of effects in relation to programme efforts, i.e. whether the amount of money and efforts spent on the programme commensurate with the size of the different goals the programme implemented for, or not.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
One possible solution for this obstacle, in my opinion, might be using a random check system, i.e. trying to check the size of improvements in local people’s skills, employment, education…etc. Questionnaires or random test programmes might be used in this context. This way, it might be possible to end up with a general picture of how effective the programme is and thus make any changes necessary.&lt;br /&gt;
&lt;br /&gt;
Another issue is the future implications of this programme. In another word, although the programme has a very good aims to regeneration, it can be argued that by providing people with these skills, jobs and education, it might end up causing serious problems in the future.&lt;br /&gt;
&lt;br /&gt;
One problem is affecting local people jobs topography, especially jobs which will not be needed in the process of public procurement. The justification for this is that, beside the good effects of increasing job opportunities in areas of focus which might benefit people who are unskilled, unemployed or people with unsuccessful jobs. The programme might end up changing the whole jobs topography in the area, especially if the fact that the programme is specifically concerned with housing is considered. People might change their jobs to go to a more profitable job in social housing or construction, i.e. a job which is easier to get.&lt;br /&gt;
&lt;br /&gt;
By the end of this programme, many of these skilled people might find themselves without jobs or with jobs below their capacity or skills. Especially if no alternative programme is introduced to absorb this size of workers. That might result in unemployment or underemployment problems which might cause very rapid fluctuations in the housing and the labour market, leading to social and economic problems in the whole area. Furthermore, and since the programme will end up with skilled and educated people, it might be very difficult to re-employ these people in another regeneration programme which has different concerns, either because the job type is different and thus it needs a lot of time and efforts, or because the social level of these new jobs is lower.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
There are also a number of concerns about how this programme can affect areas with a decreasing housing demand or falling population. The programme will probably have major impacts not only on the areas of its focus but also on other areas especially cities suffering from lack of jobs and skills where regeneration programmes cannot be implemented or failed. Such concerns are about whether the programme will end-up causing dangerous problems on the national and local levels such as rural-urban and urban-urban migration…etc. Will the programme try to move people from these areas, attract more businesses to these areas, or different approaches will be used?&lt;br /&gt;
&lt;br /&gt;
'''&amp;lt;u&amp;gt;&amp;lt;/u&amp;gt;'''&lt;br /&gt;
&lt;br /&gt;
= '''&amp;lt;u&amp;gt;Conclusions:&amp;lt;/u&amp;gt;'''&amp;lt;br/&amp;gt; =&lt;br /&gt;
&lt;br /&gt;
From what was discussed earlier in this essay, it is possible to say that housing often has major contributions to all aspects of urban regeneration at the different national, local and individual levels, and hence, it is vital for housing be considered in each regeneration plan and its potential implications to be observed closely when planning for any regeneration plan.&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Nevertheless, and although housing can contribute positively to regeneration programmes by enhancing the quality of life and wellbeing of a community through providing jobs, skills, employment, employability, health, equity and economic improvements…etc., it has its constraints and boundaries which should always be taken into consideration so not to cause the regeneration programme to miss its targets or even fail completely. In the following table, the main Housing Contributions, its potential positive impacts on urban regeneration and the main issues and constraints associated with each of them is summarised:&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
&lt;br /&gt;
{| width=&amp;quot;660&amp;quot; cellspacing=&amp;quot;0&amp;quot; cellpadding=&amp;quot;0&amp;quot; border=&amp;quot;1&amp;quot;&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Type'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
'''Housing Contribution'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
'''Potential Positive Impacts'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
'''Issues and Constraints'''&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| rowspan=&amp;quot;3&amp;quot; style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Direct Contributions'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Housing market and Affordable housing&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Equity, Self-Confidence, Education, Economic improvements…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Delivering technique, Type, Demand-Supply balance, Control, Planning…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Key to health and wellbeing&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Improving health, Crime reduction, Decrease the impacts of hunger…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Controlling technique e.g. Housing Standards, Who is Involved, Monitoring…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Environmental Sustainability&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Reduce impacts on Environment, Health improvement, Promoting good environmental public concern, Sustainable infrastructure…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Controlling and Monitoring techniques e.g. Housing Standards, Who is Involved, Efficiency versus Cost…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| rowspan=&amp;quot;3&amp;quot; style=&amp;quot;width:54px&amp;quot; | &lt;br /&gt;
'''Indirect Contributions'''&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Public Procurement&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Provision of Jobs, Skills, Employment, Education, Employability, Health and Social levels improvement, Local economic and production promotion…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Difficult to attract companies, Monitoring and Evaluation challenges, Way of delivery, Speed…etc.&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Environmental Benefits&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Environment promotion, Increase local residents environmental awareness, Equity…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Difficult to evaluate, Environment versus Cost, Difficulties in attracting companies, Level of involvement and how?&lt;br /&gt;
&lt;br /&gt;
|-&lt;br /&gt;
| style=&amp;quot;width:120px&amp;quot; | &lt;br /&gt;
Tenant Control and Community Governance&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:270px&amp;quot; | &lt;br /&gt;
Overcome different obstacles before it starts, Earning community trust and thus support, Control or even stop corruption, Increase public awareness and understanding, attract private investments…etc.&lt;br /&gt;
&lt;br /&gt;
| style=&amp;quot;width:216px&amp;quot; | &lt;br /&gt;
Who is involved, Level of involvement, accountability and trust, Identify responsibilities…etc.&lt;br /&gt;
&lt;br /&gt;
|}&lt;br /&gt;
&lt;br /&gt;
From the discussion of the case study of WHQS, WHQS plus and the Can Do Toolkit in Wales, it was clear that there is a strong relationships between different housing contributions to regeneration. And how difficult it is to separate them from each other. And although the programme potentially has very positive impacts for regenerating deprived areas in Wales, there are some issues to consider:&lt;br /&gt;
#The monitoring and evaluation of how effective the provision of jobs, skills, education, health…etc. to the locals is, and thus the efficiency of the whole programme.&lt;br /&gt;
#The future implication of this programme on the areas of its focus.&lt;br /&gt;
#The impacts on other deprived areas which doesn’t have a regeneration programmes or where the regeneration programmes failed in Wales and the Whole UK, especially the areas with decreasing population.&lt;br /&gt;
&lt;br /&gt;
However given there operational difficulties overall, I believe that housing contributes very positively to regeneration.&amp;lt;br/&amp;gt;&lt;br /&gt;
&amp;lt;br/&amp;gt;&lt;br /&gt;
= '''&amp;lt;u&amp;gt;References:&amp;lt;/u&amp;gt;''' =&lt;br /&gt;
&lt;br /&gt;
Inform2Involve, 2008. WHQS plus: maximising benefits across Wales. Wales.&lt;br /&gt;
&lt;br /&gt;
BROWNILL, S. 1999. Turning the East End into West End: the lessons and legacies of the London Docklands Development Corporation. ''In:'' IMRIE, R. &amp;amp; THOMAS, H. (eds.) ''British Urban Policy: An Evaluation of the Urban Development Corporations. ''2nd Edition ed. London: Sage.&lt;br /&gt;
&lt;br /&gt;
CLAPHAM, D. 2000. Housing in Wales : the policy agenda in an era of devolution. ''Policy and practice series.'' Coventry: Chartered Institute of Housing.&lt;br /&gt;
&lt;br /&gt;
CLAPHAM, D., WALKER, R., MEEN, G., THAKE, S. &amp;amp; WILCOX, S. 1996. Building homes building jobs: Housing and economic renewal. National Housing Forum.&lt;br /&gt;
&lt;br /&gt;
COLLIER, P. M. 2005. Governance and the quasi-public organization: a case study of social housing. ''Critical Perspectives on Accounting,'' 16''',''' 929–949.&lt;br /&gt;
&lt;br /&gt;
COUCH, C. 1990. ''Urban renewal : theory and practice, ''London, Macmillan Education.&lt;br /&gt;
&lt;br /&gt;
EVANS, G. W. December 2003. The Built Environment and Mental Health. ''Journal of Urban Health: Bulletin of the New York Academy of Medicine,'' 80.&lt;br /&gt;
&lt;br /&gt;
HALL, T. 2006. ''Urban geography, ''London, Routledge.&lt;br /&gt;
&lt;br /&gt;
HAUGHTON, G. 1999. Environmental Justice and the Sustainable City. ''Journal of Planning Education and Research ''18''',''' 233-243.&lt;br /&gt;
&lt;br /&gt;
HOMES, R. 2006. Formal Consultation. Cardiff: Rhondda Cynon Taf.&lt;br /&gt;
&lt;br /&gt;
HOUSING, C. I. O. &amp;amp; CORPORATION, T. H. January 2003. The Community Gateway Model. ''Empowering Communities.'' Coventry: Chartered Institute of Housing.&lt;br /&gt;
&lt;br /&gt;
Inform2Involve, 2008. The Can Do Toolkit 2. ''(''ed.) ''SME - Friendly Procurement.'' Wales: Inform to Involve.&lt;br /&gt;
&lt;br /&gt;
INFORM2INVOLVE &amp;amp; WALES, C. E. I. 2006. Lessons Learnt on Stock Transfer in Wales. ''CEW.'' Wales.&lt;br /&gt;
&lt;br /&gt;
MA, C. T., GEE, L. &amp;amp; KUSHEL, M. B. January 2008. Associations Between Housing Instability and Food Insecurity With Health Care Access in Low-Income Children. ''Ambulatory Pediatrics,'' 8''',''' 50-57.&lt;br /&gt;
&lt;br /&gt;
SAUNDERS, P. 1984. Beyond housing classes: the sociological significance of private property rights in means of consumption. ''International Journal of Urban and Regional Research,'' 8''',''' 202-227.&lt;br /&gt;
&lt;br /&gt;
SMITH, S. J. 1990. Health Status and the Housing system. 31.&lt;br /&gt;
&lt;br /&gt;
STEWART, J. 2001. ''Environmental health and housing, ''London, Spon Press.&lt;br /&gt;
&lt;br /&gt;
TALLON, A. &amp;amp; BOOKS, D. 2010. Urban regeneration in the UK. London: Routledge.&lt;br /&gt;
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[[Category:Construction_management]]&lt;br /&gt;
[[Category:Sustainability]]&lt;br /&gt;
[[Category:Planning_permission]]&lt;br /&gt;
[[Category:Property_law]]&lt;br /&gt;
[[Category:Regulations]]&lt;br /&gt;
[[Category:Procurement]]&lt;br /&gt;
[[Category:Public_procedures]]&lt;br /&gt;
[[Category:Student_architect_essay_competition]]&lt;br /&gt;
[[Category:Student_engineer_essay_competition]]&lt;/div&gt;</summary>
		<author><name>Kahhhtchi</name></author>	</entry>

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