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Supporting thought-leadership in global development.


From technical reports to action research initiatives, from books to digital tool kits, the Polson Institute provides resources to develop starting points for ideas and initiatives that offer insight to the challenges of global development. Though the following is not an exhaustive list, it highlights some of the work that has emerged from our support.

Supported Book Publications
 

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 Accumulating Insecurity: Violence and Dispossession in the Making of Everyday Life (Edited by Shelley Feldman, Charles Geisler, and Gayatri A. Menon)​

 

 

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 Reforming Asian Labor Systems: Economic Tensions and Worker Dissent (Frederic C. Deyo)

 

 

 

http://www.cambridgescholars.com/content/images/thumbs/0289841_growing-democracy-in-africa_300.jpeg Growing Democracy in Africa: Elections, Accountable Governance, and Political Economy (Edited by Muna Ndulo and Mamoudou Gazibo)

Contesting Development: Critical Struggles for Social Change (Paperback) book cover Contesting Development: Critical struggles for Social Change (Edited by Philip McMichael)

 

 

 

https://images.springer.com/sgw/books/medium/9781402068942.jpgRural Retirement Migration (David Brown and Nina Glasgow)

 

 


 

https://images.tandf.co.uk/common/jackets/agentjpg/978041589/9780415890106.jpgRural Transformations and Rural Policies in the US and UK (Edited by Mark Shucksmith, David L. Brown, Sally Shortall, Jo Vergunst, Mildred E. Warner)

 

Supported Special issues

The politics of biofuels, land and agrarian change - Special Issue in Journal of Peasant Studies

Social & Economic Transformations Affecting Rural People and Communities in Central & Eastern Europe Since 1990 - Research Conference Proceedings

White Papers and Technical reports

Why Immigrants Leave New Destinations and Where Do They Go? - Mary Kritz - Technical Report for the Center for Economic Studies, US Census Bureau

Websites and Digital Tools

The Poverty Risk Calculator - Tom Hirschl