REFINED SOLUTIONS OF OPTIMAL STOPPING GAMES FOR SYMMETRIC MARKOV PROCESSES

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概要

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• We find refined solutions without exceptional starting points of the three problems of the optimal stopping, the zero-sum stopping game (Dynkin's game) and the nonzero sum stopping game for a general symmetric Markov process under the absolute continuity condition on the transition function.

• 関西大学の論文
• 2006-03-21

著者

• Fukushima Masatoshi

  Department Of Mathematics

• MENDA Keisuke

  Pension Bureau, Ministry of Health, Labour and Welfare

• Menda Keisuke

  Pension Bureau Ministry Of Health Labour And Welfare

関連論文

• REFINED SOLUTIONS OF OPTIMAL STOPPING GAMES FOR SYMMETRIC MARKOV PROCESSES
• On the L$^\mathit{p}$-Estimate of Resolvents of Markov Processes
• Almost polar sets and an ergodic theorem

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