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ERSHOV
2006
Springer

Linear Complementarity and P-Matrices for Stochastic Games

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Linear Complementarity and P-Matrices for Stochastic Games
Abstract. We define the first nontrivial polynomially recognizable subclass of P-matrix Generalized Linear Complementarity Problems (GLCPs) with a subexponential pivot rule. No such classes/rules were previously known. We show that a subclass of Shapley turn-based stochastic games, subsuming Condon's simple stochastic games, is reducible to the new class of GLCPs. Based on this we suggest the new strongly subexponential combinatorial algorithms for these games.
Ola Svensson, Sergei G. Vorobyov
Added 22 Aug 2010
Updated 22 Aug 2010
Type Conference
Year 2006
Where ERSHOV
Authors Ola Svensson, Sergei G. Vorobyov
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