Παρασκευή 9 Μαΐου 2014

Addressing social problems should be at the heart of Europe’s economic strategy - a social revolt could well undo globalisation and undermine the basis of our prosperity


 


The priorities for European economic policy in the last few years have been to calm the sovereign debt crisis and to address the fragmentation of the financial system. But a bigger threat is stalking Europe: the risk of permanent social fragmentation that might well turn into a revolt against the political elites and end the support for European integration, open and global markets and the euro. Trust in the EU and for national governments has dropped almost everywhere since 2008, most dramatically in Cyprus, Spain, Greece and Portugal. A great majority of people – 80% according to Eurobarometer – also believe that poverty has increased in their own country. More than 6 million jobs have been lost in the EU since 2008 and material deprivation has increased substantially in the hardest hit countries, especially among the young. 

The situation is not only appalling in itself and contrary to the goals set out in the European Union treaty, it is also an enormous economic black hole. Unemployment undermines growth because of the loss of important skills. In particular, youth unemployment has a lasting negative impact on productivity, health and educational performance. The countries of southern Europe and the Baltic states, which were hardest hit by the crisis, already had high levels of income inequality before the crisis. To compensate for inequality, some relied on excessive household borrowing. The resulting debt overhang continues to undermine growth. Policies that address unemployment, poverty and income inequality therefore promise increased growth, more sustainable public debt and greater social and political stability. 

A priority is the reform of social security systems. Greece and Spain used around 16-18% of their GDP for social protection prior to the crisis, but this reduced income inequality by only 20% while Denmark and Sweden reduced their levels of income inequality by about 45% with the same proportion of spending. Clearly, significant efficiency gains are possible for the “Mediterranean” social model, including in France. Other national policies such as labour market laws also matter for social outcomes, and need continuous reform. On the composition of fiscal consolidation, the empirical evidence shows that pensions and spending on the elderly was preserved during the crisis, while budgets for education, families and children were cut quite substantially. Reviewing the balance of those spending cuts is indispensable to reduce the growing intergenerational divide.

 A second priority is proper demand management in the EU. While fiscal consolidation in the EU crisis countries was unavoidable, no EU policy was put in place to compensate for the drop in demand. The euro area in particular needs to find ways to increase demand in Germany and other countries with fiscal space. In the crisis countries, unemployment benefits per worker were cut and the automatic stabilisers could therefore not play their full role. To avoid such pro-cyclical fiscal policy tightening, the EU needs to put in place a fiscal union, which could take the form of a common unemployment insurance scheme. An intermediate step to increase demand using European resources could be spending on common infrastructure projects financed by common project bonds. 

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 Guntram B. Wolff  Finally, tax systems need to be reviewed. In particular, the philosophy that lower top marginal tax rates result in great productivity benefits has been proved wrong. Increasing inheritance taxes and to some extent wealth taxes would allow some of the burden of overcoming the crisis to be shifted onto those who have been less affected. However, such policies require European coordination and a European approach to reduce avoidance via tax havens.

 Europe has overcome the most acute financial crisis. But failure to address more forcefully the growing social problems will undermine debt sustainability, the future prospects of a generation and support for one of the most important cross-border integration projects in history. A social revolt could well undo globalisation and undermine the basis of our prosperity. |

by Guntram B. Wolff  
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 Read more at Bruegel
http://www.bruegel.org/nc/blog/detail/article/1326-addressing-social-problems-should-be-at-the-heart-of-europes-economic-strategy







Addressing social problems should be at the heart of Europe’s economic strategy - a social revolt could well undo globalisation and undermine the basis of our prosperity by Guntram B. Wolff on 7th May 2014 See policy brief 'Europe's social problem and its implications for economic growth' and interactive map 'Europe’s social polarisation and the generational struggle' This opinion has been published in Nikkei, Les Echos, Il Sole 24 Ore, Handelsblatt, Figelyo and others. The priorities for European economic policy in the last few years have been to calm the sovereign debt crisis and to address the fragmentation of the financial system. But a bigger threat is stalking Europe: the risk of permanent social fragmentation that might well turn into a revolt against the political elites and end the support for European integration, open and global markets and the euro. Trust in the EU and for national governments has dropped almost everywhere since 2008, most dramatically in Cyprus, Spain, Greece and Portugal. A great majority of people – 80% according to Eurobarometer – also believe that poverty has increased in their own country. More than 6 million jobs have been lost in the EU since 2008 and material deprivation has increased substantially in the hardest hit countries, especially among the young. The situation is not only appalling in itself and contrary to the goals set out in the European Union treaty, it is also an enormous economic black hole. Unemployment undermines growth because of the loss of important skills. In particular, youth unemployment has a lasting negative impact on productivity, health and educational performance. The countries of southern Europe and the Baltic states, which were hardest hit by the crisis, already had high levels of income inequality before the crisis. To compensate for inequality, some relied on excessive household borrowing. The resulting debt overhang continues to undermine growth. Policies that address unemployment, poverty and income inequality therefore promise increased growth, more sustainable public debt and greater social and political stability. A priority is the reform of social security systems. Greece and Spain used around 16-18% of their GDP for social protection prior to the crisis, but this reduced income inequality by only 20% while Denmark and Sweden reduced their levels of income inequality by about 45% with the same proportion of spending. Clearly, significant efficiency gains are possible for the “Mediterranean” social model, including in France. Other national policies such as labour market laws also matter for social outcomes, and need continuous reform. On the composition of fiscal consolidation, the empirical evidence shows that pensions and spending on the elderly was preserved during the crisis, while budgets for education, families and children were cut quite substantially. Reviewing the balance of those spending cuts is indispensable to reduce the growing intergenerational divide. A second priority is proper demand management in the EU. While fiscal consolidation in the EU crisis countries was unavoidable, no EU policy was put in place to compensate for the drop in demand. The euro area in particular needs to find ways to increase demand in Germany and other countries with fiscal space. In the crisis countries, unemployment benefits per worker were cut and the automatic stabilisers could therefore not play their full role. To avoid such pro-cyclical fiscal policy tightening, the EU needs to put in place a fiscal union, which could take the form of a common unemployment insurance scheme. An intermediate step to increase demand using European resources could be spending on common infrastructure projects financed by common project bonds. Finally, tax systems need to be reviewed. In particular, the philosophy that lower top marginal tax rates result in great productivity benefits has been proved wrong. Increasing inheritance taxes and to some extent wealth taxes would allow some of the burden of overcoming the crisis to be shifted onto those who have been less affected. However, such policies require European coordination and a European approach to reduce avoidance via tax havens. Europe has overcome the most acute financial crisis. But failure to address more forcefully the growing social problems will undermine debt sustainability, the future prospects of a generation and support for one of the most important cross-border integration projects in history. A social revolt could well undo globalisation and undermine the basis of our prosperity. | Read more at Bruegel http://www.bruegel.org/nc/blog/detail/article/1326-addressing-social-problems-should-be-at-the-heart-of-europes-economic-st







Addressing social problems should be at the heart of Europe’s economic strategy - a social revolt could well undo globalisation and undermine the basis of our prosperity by Guntram B. Wolff on 7th May 2014 See policy brief 'Europe's social problem and its implications for economic growth' and interactive map 'Europe’s social polarisation and the generational struggle' This opinion has been published in Nikkei, Les Echos, Il Sole 24 Ore, Handelsblatt, Figelyo and others. The priorities for European economic policy in the last few years have been to calm the sovereign debt crisis and to address the fragmentation of the financial system. But a bigger threat is stalking Europe: the risk of permanent social fragmentation that might well turn into a revolt against the political elites and end the support for European integration, open and global markets and the euro. Trust in the EU and for national governments has dropped almost everywhere since 2008, most dramatically in Cyprus, Spain, Greece and Portugal. A great majority of people – 80% according to Eurobarometer – also believe that poverty has increased in their own country. More than 6 million jobs have been lost in the EU since 2008 and material deprivation has increased substantially in the hardest hit countries, especially among the young. The situation is not only appalling in itself and contrary to the goals set out in the European Union treaty, it is also an enormous economic black hole. Unemployment undermines growth because of the loss of important skills. In particular, youth unemployment has a lasting negative impact on productivity, health and educational performance. The countries of southern Europe and the Baltic states, which were hardest hit by the crisis, already had high levels of income inequality before the crisis. To compensate for inequality, some relied on excessive household borrowing. The resulting debt overhang continues to undermine growth. Policies that address unemployment, poverty and income inequality therefore promise increased growth, more sustainable public debt and greater social and political stability. A priority is the reform of social security systems. Greece and Spain used around 16-18% of their GDP for social protection prior to the crisis, but this reduced income inequality by only 20% while Denmark and Sweden reduced their levels of income inequality by about 45% with the same proportion of spending. Clearly, significant efficiency gains are possible for the “Mediterranean” social model, including in France. Other national policies such as labour market laws also matter for social outcomes, and need continuous reform. On the composition of fiscal consolidation, the empirical evidence shows that pensions and spending on the elderly was preserved during the crisis, while budgets for education, families and children were cut quite substantially. Reviewing the balance of those spending cuts is indispensable to reduce the growing intergenerational divide. A second priority is proper demand management in the EU. While fiscal consolidation in the EU crisis countries was unavoidable, no EU policy was put in place to compensate for the drop in demand. The euro area in particular needs to find ways to increase demand in Germany and other countries with fiscal space. In the crisis countries, unemployment benefits per worker were cut and the automatic stabilisers could therefore not play their full role. To avoid such pro-cyclical fiscal policy tightening, the EU needs to put in place a fiscal union, which could take the form of a common unemployment insurance scheme. An intermediate step to increase demand using European resources could be spending on common infrastructure projects financed by common project bonds. Finally, tax systems need to be reviewed. In particular, the philosophy that lower top marginal tax rates result in great productivity benefits has been proved wrong. Increasing inheritance taxes and to some extent wealth taxes would allow some of the burden of overcoming the crisis to be shifted onto those who have been less affected. However, such policies require European coordination and a European approach to reduce avoidance via tax havens. Europe has overcome the most acute financial crisis. But failure to address more forcefully the growing social problems will undermine debt sustainability, the future prospects of a generation and support for one of the most important cross-border integration projects in history. A social revolt could well undo globalisation and undermine the basis of our prosperity. | Read more at Bruegel http://www.bruegel.org/nc/blog/detail/article/1326-addressing-social-problems-should-be-at-the-heart-of-europes-economic-strategy/

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