<--- Back to Details
First PageDocument Content
Economics / Nash equilibrium / Zero–sum game / Best response / Strategy / Centipede game / Strategic dominance / Real-time strategy / Solution concept / Game theory / Problem solving / Blotto games
Date: 2012-08-09 15:04:01
Economics
Nash equilibrium
Zero–sum game
Best response
Strategy
Centipede game
Strategic dominance
Real-time strategy
Solution concept
Game theory
Problem solving
Blotto games

Add to Reading List

Source URL: arielrubinstein.tau.ac.il

Download Document from Source Website

File Size: 175,81 KB

Share Document on Facebook

Similar Documents

Game theory / Non-cooperative games / The Evolution of Cooperation / Repeated game / Risk dominance / Strategic dominance / Co-operation / Tit for tat / Cooperation / Coordination game / Best response / Centipede game

Microsoft Word - online_appendix_AER_f37.doc

DocID: 1rcql - View Document

Game theory / Decision theory / Gaming / Strategic dominance / Rationalizability / Solution concept / Strategy / Best response / Max-dominated strategy / Guess 2/3 of the average

Nonequilibrium Solution Concepts: Iterated Dominance and Rationalizability Page 1 Nonequilibrium Solution Concepts: Iterated Dominance and Rationalizability

DocID: 1r8v1 - View Document

Game theory / Decision theory / Gaming / Mathematics / Price of stability / Nash equilibrium / Price of anarchy / Potential game / Solution concept / Strategic dominance / Algorithmic game theory / Strategy

CS364A: Algorithmic Game Theory Lecture #15: Best-Case and Strong Nash Equilibria∗ Tim Roughgarden† November 11,

DocID: 1r5OV - View Document

Game theory / Mathematics / Mechanism design / VickreyClarkeGroves mechanism / Congestion game / Mathematical analysis / Value at risk / Inverse trigonometric functions / Strategic dominance

LeverageJournal10-camera-fertig.pdf

DocID: 1qrpS - View Document

Game theory / Mathematical analysis / Mathematics / Analysis / Nash equilibrium / Strategy / Solution concept / Strategic dominance / Poisson distribution / Distribution

A Cognitive Hierarchy Theory of One-shot Games Colin F. Camerer1 California Institute of Technology Pasadena, CATeck-Hua Ho

DocID: 1qnGO - View Document