<--- Back to Details
First PageDocument Content
Market failure / Common-pool resource / Property rights / Elinor Ostrom / Tragedy of the commons / Ownership / The commons / Bundle of rights / Intellectual property / Economics / Property / Law and economics
Date: 2008-04-01 22:44:06
Market failure
Common-pool resource
Property rights
Elinor Ostrom
Tragedy of the commons
Ownership
The commons
Bundle of rights
Intellectual property
Economics
Property
Law and economics

2000 PRIVATE AND COMMON PROPERTY RIGHTS Elinor Ostrom Arthur F. Bentley Professor of Political Science; Co-director, Workshop in Political Theory and Policy Analysis, and Center for the Study of Institutions, Population,

Add to Reading List

Source URL: encyclo.findlaw.com

Download Document from Source Website

File Size: 148,66 KB

Share Document on Facebook

Similar Documents

FIBA Europe Under-16 Championship

For Immediate Release February 7, 2018 Citi Hong Kong Releases Results of Fourth Quarter 2017 Residential Property Ownership Survey Hongkongers Expect Housing Prices to Rise

DocID: 1xVYt - View Document

Anger / Emotions / BitTorrent / Breakcore / Bailiff / The Pirate Bay / Law / Computing / Digital media

Stupid Property rights - Part 2 Last month we looked at how internet file-sharing had impacted on the media industry and the idea of intellectual property. In this article we will focus on the legislative attempts to st

DocID: 1xVX0 - View Document

Group theory / Algebra / Abstract algebra / Topological groups / Lie groups / Geometric group theory / Kazhdan's property / Induced representation / Reductive group / Ergodic theory / Commutator subgroup / Representation theory

THE HOWE-MOORE PROPERTY FOR REAL AND p-ADIC GROUPS RAF CLUCKERS, YVES CORNULIER, NICOLAS LOUVET, ROMAIN TESSERA, AND ALAIN VALETTE Abstract. We consider in this paper a relative version of the Howe-Moore

DocID: 1xVUz - View Document

Geometry / Mathematics / Space / Metric geometry / Banach space / Metric space / Quasi-isometry / Embedding / Metric / Doubling space / Tight span / Hyperbolic metric space

Quantitative property A, Poincar´e inequalities, Lp-compression and Lp-distortion for metric measure spaces. Romain Tessera September 1, 2008 Abstract

DocID: 1xVUo - View Document

Mathematics / Mathematical analysis / Algebra / Field theory / Measure theory / Commutative algebra / Localization / Valuation ring / Metric space / Ergodic flow / Abelian von Neumann algebra

Metric sparsification and operator norm localization Xiaoman Chen, Romain Tessera, Xianjin Wang, Guoliang Yu November 13, 2007 Abstract We study an operator norm localization property and its applications

DocID: 1xVxn - View Document