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Error Bounds for Finite Step Approximations for Solving Infinite Horizon Controlled Markov Set-Chains

机译:求解无限水平控制的马尔可夫集链的有限步逼近的误差界

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This note considers finite-step approximations for solving an infinite-horizon controlled Markov set-chain problem with finite state and action spaces. We develop a value-iteration type algorithm based on the optimality equation developed by Kurano et al. and analyze an error bound relative to the optimal value that satisfies the optimality equation from the successive approximation. We further analyze an error bound of the approximate control policy defined from a finite-step approximate value by applying the value-iteration type algorithm.
机译:本说明考虑了有限步逼近法,以解决带有有限状态和作用空间的无限水平控制的马尔可夫集链问题。我们基于Kurano等人开发的最优方程开发了一种价值迭代型算法。并根据逐次逼近分析相对于满足最优方程的最优值的误差界。我们通过应用值迭代类型算法,进一步分析了由有限步近似值定义的近似控制策略的误差范围。

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