Positive Changes in Political Science: The Legacy of Richard D. McKelvey's Most Influential Writings
Richard D. McKelvey was a pioneer in the use of mathematical modeling for understanding the nature of political choices. Positive Changes in Political Science brings together his most important articles, accompanied by original essays from contemporary political scientists, some his colleagues or students, who reflect upon his contributions, their continuing relevance today, and how they are still shaping research for the future.
"Richard McKelvey's fundamental contributions to the foundations of political choice and to model-based empirical research are brought together in this volume. Their value is greatly enhanced by the perspectives provided by outstanding scholars."
"If there were a Nobel Prize in Political Science, the late Richard McKelvey's name would have been high on the short list. This outstanding book shows why, by presenting McKelvey's original work on seven major contributions to the discipline, along with interpretive essays by numerous major scholars. This book is the essential McKelvey."
"Richard McKelvey made brilliant contributions to political science. This volume collects some of his most important papers and includes perspectives and comments on his work by noted scholars. It is a valuable resource for students and researchers."
"This excellent collection of essays, conjoined with reprinted papers by McKelvey, documents the continuing influence of one of the seminal forces in modern political science. High-quality commentaries on some of the most important published papers in political science highlight both McKelvey's empirical and theoretical contributions, and argue that McKelvey did indeed provide the building blocks for the research agendas being pursued today."
John H. Aldrich is Pfizer-Pratt University Professor of Political Science at Duke University. Visit the author's website at: www.duke.edu/~aldrich/.
James E. Alt is Frank G. Thomson Professor of Government at Harvard University. Visit the author's website at: www.gov.harvard.edu/faculty/jalt/.
Arthur Lupia is Varian Collegiate Professor of Political Science at the University of Michigan, Research Professor at the Institute for Social Research, and Principal Investigator of the American National Election Studies. Visit the author's website at: www.umich.edu/~lupia.
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Intransitivities in Multidimensional Voting Models and Some Implications
Statistical Tests of Theoretical Results
A Statistical Model for the Analysis of Ordinal Level Dependent
The Competitive Solution Revisited
The Competitive Solution for NPerson Games without Transferable
Social Choice and Elections
Covering Dominance and InstitutionFree Properties of Social Choice
A Fulfilled Expectations Model
Centipede Game Experiments
Why the Centipede Game Is Important for Political Science
An Experimental Study of the Centipede Game
McKelvey and Quantal Response Equilibrium
Quantal Response Equilibria for Normal Form Games
Using Gambit for Quantitative Analysis
What McKelvey Taught
Generalized Symmetry Conditions at a Core Point
Information in Elections