6533b82ffe1ef96bd1295a67
RESEARCH PRODUCT
Achieving Unbounded Resolution inFinitePlayer Goore Games Using Stochastic Automata, and Its Applications
Asle PedersenB. John OommenOle-christopher Granmosubject
Statistics and ProbabilityTheoretical computer scienceLearning automataSequential gameModeling and SimulationCombinatorial game theoryStochastic optimizationRouting (electronic design automation)Wireless sensor networkField (computer science)MathematicsAutomatondescription
Abstract This article concerns the sequential solution to a distributed stochastic optimization problem using learning automata and the Goore game (also referred to as the Gur game in the related literature). The amazing thing about our solution is that, unlike traditional methods, which need N automata (where N determines the degree of accuracy), in this article, we show that we can obtain arbitrary accuracy by recursively using only three automata. To be more specific, the Goore game (GG) introduced in Tsetlin (1973) has the fascinating property that it can be resolved in a completely distributed manner with no inter-communication between the players. The game has recently found applications in many domains, including the field of sensor networks and quality-of-service (QoS) routing, and a brief survey of these applications is included in the article. In actual implementations of the solution, the players are typically replaced by learning automata (LA). The problem with the existing reported approaches...
year | journal | country | edition | language |
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2012-04-01 | Sequential Analysis |