Difference between revisions of "Research on Nash Equilibria Calculation Algorithms"

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Line 8: Line 8:
| students=ZongqueXu
| students=ZongqueXu
| resarea=Agents, Multiagent Systems, Agencies
| resarea=Agents, Multiagent Systems, Agencies
| restopic=Computational Intelligence and Games
| restopic=Game Theory
| start=2012/02/27
| start=2012/02/27
| end=2012/09/17  
| end=2012/09/17  

Latest revision as of 21:48, 27 February 2012

Nash Equilibrium is arguably the most important concept in game theory. However, till now there still lacks efficient algorithms to calculate Nash Equilibria for general normal-form game. This master thesis work aims at developing efficient algorithms to calculate Nash Equilibria of normal-form games with three or more agents.

Research on Nash Equilibria Calculation Algorithms
Coordinator: NicolaGatti (ngatti@elet.polimi.it), MarcoRocco (mrocco@elet.polimi.it)
Tutor: NicolaGatti (ngatti@elet.polimi.it), MarcoRocco (mrocco@elet.polimi.it)
Students: ZongqueXu (zongque.xu@mail.polimi.it)
Research Area: warning.png"Agents, Multiagent Systems, Agencies" is not in the list of possible values (Affective Computing, Agents - Multiagent Systems - Agencies, BioSignal Analysis, Computational Intelligence and Games, Computer Vision and Image Analysis, E-Science, Machine Learning, Philosophy of Artificial Intelligence, Robotics, Social Software and Semantic Web) for this property.Agents, Multiagent Systems, Agencies
Research Topic: Game Theory
Start: 2012/02/27
End: 2012/09/17
Status: Active
Level: Ms
Type: Thesis