Difference between revisions of "Project Proposals"
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|title=Reinforcement Learning in Poker | |title=Reinforcement Learning in Poker | ||
|tutor=Marcello Restelli | |tutor=Marcello Restelli | ||
| + | |description=In this years, Artificial Intelligence research has shifted its attention from fully observable environments such as Chess to more challenging partially observable ones such as Poker. | ||
| + | |||
| + | Up to this moment research in this kind of environments, which can be formalized as Partially Observable Stochastic Games, has been more from a game theoretic point of view, thus focusing on the pursue of optimality and equilibrium, with no attention to payoff maximization, which may be more interesting in many real-world contexts. | ||
| + | |||
| + | On the other hand Reinforcement Learning techniques demonstrated to be successful in solving both fully observable problems, single and multi-agent, and single-agent partially observable ones, while lacking application to the partially observable multi-agent framework. | ||
| + | |||
| + | This research aims at studying the solution of Partially Observable Stochastic Games, analyzing the possibility to combine the Opponent Modeling concept with the well proven Reinforcement Learning solution techniques to solve problems in this framework, adopting Poker as testbed. | ||
|image=PokerPRLT.png}} | |image=PokerPRLT.png}} | ||
Revision as of 11:48, 29 September 2008
Here are some proposals for different purposes
First level
Course Projects
Agents, Multiagent Systems, Agencies
BioSignal Analysis
Computer Vision and Image Analysis
E-Science
Machine Learning
| Title: | Reinforcement Learning in Poker |  |
|---|---|---|
| Description: | In this years, Artificial Intelligence research has shifted its attention from fully observable environments such as Chess to more challenging partially observable ones such as Poker.
Up to this moment research in this kind of environments, which can be formalized as Partially Observable Stochastic Games, has been more from a game theoretic point of view, thus focusing on the pursue of optimality and equilibrium, with no attention to payoff maximization, which may be more interesting in many real-world contexts. On the other hand Reinforcement Learning techniques demonstrated to be successful in solving both fully observable problems, single and multi-agent, and single-agent partially observable ones, while lacking application to the partially observable multi-agent framework. This research aims at studying the solution of Partially Observable Stochastic Games, analyzing the possibility to combine the Opponent Modeling concept with the well proven Reinforcement Learning solution techniques to solve problems in this framework, adopting Poker as testbed. | |
| Tutor: | Marcello Restelli | |
| Start: | Anytime | |
| Number of students: | 1 | |
| CFU: | 5 |
Ontologies and Semantic Web
Philosophy of Artificial Intelligence
Robotics
Soft Computing
Theses
Agents, Multiagent Systems, Agencies
BioSignal Analysis
Computer Vision and Image Analysis
E-Science
Machine Learning
| Title: | Reinforcement Learning in Poker | [[Image:{{{image}}}|center|300px]] |
|---|---|---|
| Description: | {{{description}}} | |
| Tutor: | Marcello Restelli | |
| Start: | Anytime | |
| Number of students: | 1 | |
| CFU: | 5 |
Ontologies and Semantic Web
Philosophy of Artificial Intelligence
Robotics
Soft Computing
Master Level
Course projects
Agents, Multiagent Systems, Agencies
BioSignal Analysis
Computer Vision and Image Analysis
E-Science
Machine Learning
| Title: | Reinforcement Learning in Poker | [[Image:{{{image}}}|center|300px]] |
|---|---|---|
| Description: | {{{description}}} | |
| Tutor: | Marcello Restelli | |
| Start: | Anytime | |
| Number of students: | 1 | |
| CFU: | 5 |
Ontologies and Semantic Web
Philosophy of Artificial Intelligence
Robotics
Soft Computing
Theses
Agents, Multiagent Systems, Agencies
BioSignal Analysis
Computer Vision and Image Analysis
E-Science
Machine Learning
| Title: | Reinforcement Learning in Poker | [[Image:{{{image}}}|center|300px]] |
|---|---|---|
| Description: | {{{description}}} | |
| Tutor: | Marcello Restelli | |
| Start: | Anytime | |
| Number of students: | 1 | |
| CFU: | 5 |
