The Topology of the 2x2 Games: A New Periodic TablePsychology Press, 2005 - 179 lappuses Game theory has implications for all the social sciences and beyond. It now provides the theoretical basis for almost all teaching in economics, and 2x2 games provide the very basis of game theory. Here, Goforth and Robinson here have delivered a well-written and knowledgeable, 'periodic table' of the most common games including: * the prisoner's dilemma This book will provide a valuable reference for students of microeconomics and business mathematics. |
Saturs
Connecting the layers | 6 |
Elementary topology of 2 2 games | 33 |
Symmetric games | 57 |
A Family for the | 73 |
The twoequilibrium hotspot | 109 |
BE 33 | 110 |
Classifying conflict | 115 |
8 | 125 |
3 | 136 |
The real world | 147 |
Glossary | 159 |
Bibliography | 169 |
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Alibi games Battle behaviour best response boundaries cell Chapter Chicken column player Coordination games Cuban Missile Crisis Cycle described distinct dominant strategy edges elements Euler number example Figure four layers game theory games of pure games on Layer grey Guyer 23 hotspots identify interest mixed motive games Nash equilibrium negative diagonal negatively sloped inducement neighbours order graph Pareto-dominated payoff function payoff matrix payoff pair payoff patterns payoff space PDF games Periodic Table positive diagonal Prisoner's Dilemma Family Prisoner's Dilemma region quasi-symmetric games R&G reflections rank rank-sum Rapoport and Guyer real-valued represents result row player Row's Schelling set of games Sexes shows six games six swap sloped inducement correspondences social dilemmas solution concept stack Stag and Hare Stag Hunt strategic form strategy combination strategy space structure subset subspaces swap operators symmetric games symmetric operations tiles topological space torus transformation Type games vertices Villarceau circles X34 swaps