Fr. 106.00

Beyond Collective Action Problems - Perceived Fairness Sustained Cooperation in Farmer Managed

Inglese · Copertina rigida

Spedizione di solito entro 1 a 3 settimane (non disponibile a breve termine)

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In Beyond Collective Action Problems, Atul Pokharel argues that sustained cooperation depends on user perceptions that the cooperative arrangement is fair. Pokharel elaborates a different way to think about sustained cooperation over decades, based on a follow-up of 233 long-running community managed irrigation systems in Nepal. As he shows, the longer individuals cooperate, the more they become aware of how far their cooperative arrangement has diverged from the initial promise of fairness. This perception of fairness affects their commitment to maintaining the shared resource and participating in the institutions for governing it.

Sommario










  • Preface

  • Chapter 1: Sustained Cooperation, Fairness Problems and Irrigation Systems

  • Chapter 2: What Affects Sustained Cooperation?

  • Chapter 3: Perceptions of Fairness

  • Chapter 4: Conceptions of Fairness

  • Chapter 5: The Fairness Problem

  • Chapter 6: Beyond Irrigation Systems and Physical Infrastructure

  • Appendix 1: Methods

  • Appendix 2: Expanded Results

  • References

  • Index



Info autore

Atul Pokharel, currently at Yale University, was an Assistant Professor at the NYU Robert F. Wagner Graduate School of Public Service. He studies the political economy of infrastructure governance, and the community maintenance of shared physical and digital resources. His areas of expertise include Urban Governance, International Development Planning, and Political Economy. He focuses on the role of fairness in the community maintenance of infrastructure commons. His research interests include free and open-source software, and the "greening" of transportation systems in global cities. He was a postdoctoral fellow at the Thomas J. Watson Institute of International and Public Affairs at Brown University and holds a Ph.D. in Urban Studies and Planning from MIT as well as a Bachelor's degree in Mathematics from Princeton University with a minor in Applied and Computational Mathematics.

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