John Casey explores the expanding global reach of nonprofit organizations, examining the increasingly influential role not only of prominent NGOs that work on hot-button global issues, but also of the thousands of smaller, little-known organizations that have an impact on people's daily lives. What do these nonprofits actually do? How and why have they grown exponentially? How are they managed and funded? What organizational, political, and economic challenges do they face? Casey answers these questions and also, liberally using case studies, situates the evolution of the sector in the broader contexts of differing national environments and global public affairs. With its broad perspective, The Nonprofit World affords readers a thorough understanding of both the place of nonprofits in the global arena and the implications of their growing importance.
John Casey (12 May 1820, Kilbehenny, County Limerick, Ireland – 3 January 1891, Dublin) was a respected Irish geometer. He is most famous for Casey's theorem on a circle that is tangent to four other circles, an extension of Ptolemy's theorem. However, he contributed several novel proofs and perspectives on Euclidean geometry. He and Émile Lemoine are considered to be the co-founders of the modern geometry of the circle and the triangle.