Abstract/Details

Probabilities and simulations in poker

Pena-Castillo, Maria de Lourdes.   University of Alberta (Canada) ProQuest Dissertations Publishing,  1999. MQ47080.

Abstract (summary)

Poker is an imperfect information game that requires decision-making under conditions of uncertainty, much like many real-world applications. Strong poker players have to skillfully deal with multiple opponents, risk management, opponent modeling, deception and unreliable information. These features make poker an interesting area for Artificial Intelligence research. This thesis describes work done on improving the knowledge representation, betting strategy, and opponent modeling of Loki, a poker-playing program at the University of Alberta. First, a randomized betting strategy that returns a probability triple is introduced. A probability triple is a probabilistic representation of betting decisions that indicates the likelihood of each betting action occurring in a given situation. Second, real-time simulations are used to compute the expected values of betting decisions. These simulations use selective sampling to maximize the information obtained with each simulation trial. Experimental results show that each of these enhancements represents a major advance in the strength of Loki.

Indexing (details)


Business indexing term
Subject
Computer science;
Statistics;
Artificial intelligence
Classification
0984: Computer science
0463: Statistics
0800: Artificial intelligence
Identifier / keyword
Applied sciences; Pure sciences; POKER; PROBABILITIES; SIMULATIONS
Title
Probabilities and simulations in poker
Author
Pena-Castillo, Maria de Lourdes
Number of pages
62
Degree date
1999
School code
0351
Source
MAI 38/04M, Masters Abstracts International
Place of publication
Ann Arbor
Country of publication
United States
ISBN
978-0-612-47080-4
Advisor
Schaeffer, Jonathan
University/institution
University of Alberta (Canada)
University location
Canada -- Alberta, CA
Degree
M.Sc.
Source type
Dissertation or Thesis
Language
English
Document type
Dissertation/Thesis
Dissertation/thesis number
MQ47080
ProQuest document ID
304548882
Copyright
Database copyright ProQuest LLC; ProQuest does not claim copyright in the individual underlying works.
Document URL
https://www.proquest.com/docview/304548882