Computation of equilibria in finite games RD McKelvey, A McLennan Handbook of computational economics 1, 87-142, 1996 | 491 | 1996 |
Stationary markov equilibria D Duffie, J Geanakoplos, A Mas-Colell, A McLennan Econometrica: Journal of the Econometric Society, 745-781, 1994 | 381 | 1994 |
Gambit: Software tools for game theory RD McKelvey, AM McLennan, TL Turocy Version 0.2006. 01.20, 2006 | 378 | 2006 |
Consequences of the Condorcet jury theorem for beneficial information aggregation by rational agents A McLennan American political science review 92 (2), 413-418, 1998 | 358 | 1998 |
Price dispersion and incomplete learning in the long run A McLennan Journal of Economic dynamics and control 7 (3), 331-347, 1984 | 251 | 1984 |
Gambit: Software tools for game theory, version 16.0. 1 RD McKelvey, AM McLennan, TL Turocy URL: http://www. gambit-project. org, 2016 | 132 | 2016 |
Justifiable beliefs in sequential equilibrium A McLennan Econometrica: Journal of the Econometric Society, 889-904, 1985 | 120 | 1985 |
Games with discontinuous payoffs: a strengthening of Reny's existence theorem A McLennan, PK Monteiro, R Tourky Econometrica 79 (5), 1643-1664, 2011 | 118 | 2011 |
Uniqueness of stationary equilibrium payoffs in coalitional bargaining H Eraslan, A McLennan Journal of Economic Theory 148 (6), 2195-2222, 2013 | 112 | 2013 |
Sequential bargaining as a noncooperative foundation for Walrasian equilibrium A McLennan, H Sonnenschein Econometrica 59 (5), 1395-1424, 1991 | 108 | 1991 |
The expected number of Nash equilibria of a normal form game A McLennan Econometrica 73 (1), 141-174, 2005 | 104 | 2005 |
Ordinal efficiency and the polyhedral separating hyperplane theorem A McLennan Journal of Economic Theory 105 (2), 435-449, 2002 | 99 | 2002 |
The maximal number of regular totally mixed Nash equilibria RD McKelvey, A McLennan Journal of Economic Theory 72 (2), 411-425, 1997 | 90 | 1997 |
The Erdős‐Sós Conjecture for trees of diameter four A McLennan Journal of Graph Theory 49 (4), 291-301, 2005 | 70 | 2005 |
Asymptotic expected number of Nash equilibria of two-player normal form games A McLennan, J Berg Games and Economic Behavior 51 (2), 264-295, 2005 | 62 | 2005 |
Consistent conditional systems in noncooperative game theory A McLennan International Journal of Game Theory 18 (2), 141-174, 1989 | 56 | 1989 |
Simple complexity from imitation games A McLennan, R Tourky Games and Economic Behavior 68 (2), 683-688, 2010 | 46 | 2010 |
The space of conditional systems is a ball A McLennan International Journal of Game Theory 18, 125-139, 1989 | 44 | 1989 |
Advanced fixed point theory for economics A McLennan Springer, 2018 | 43 | 2018 |
Corrigendum to “Discounted stochastic games with no stationary Nash equilibrium: two examples” YJ Levy, A McLennan Econometrica 83 (3), 1237-1252, 2015 | 40 | 2015 |