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Modification of Two-Step Monte Carlo Algorithms Basedon the Symmetry of the First Step

机译:基于第一步对称性的两步蒙特卡洛算法的改进

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摘要

Two-step Monte Carlo algorithms are modified taking into account the symmetry (i.e.,invariance) of the first step about some initial vector parameter of the modeled trajectory. In the mod-ification, the modeling of this parameter is formally transferred to the second step of the algorithm. Inthe "splitting method," this means the randomization of the initial points of auxiliary trajectories. Itis shown that the randomization can be improved by applying the Bellman principle.
机译:考虑到第一步关于建模轨迹的一些初始矢量参数的对称性(即不变性),修改了两步蒙特卡洛算法。在修改中,此参数的建模被正式转移到算法的第二步。在“分裂方法”中,这意味着辅助轨迹初始点的随机化。结果表明,应用贝尔曼原理可以改善随机性。

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