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Tensor-Based Theory for Quantized Piecewise-Affine Markov Systems: analysis of Some Map Families

机译:量化分段仿射马尔可夫系统的基于张量的理论:一些地图族的分析

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摘要

In this paper we consider a tensor-based ap- proach to the analytical computation of higher-order expecta- tions of quantized trajectories generated by Piecewise Affine Markov (PWAM) maps. We formally derive closed-form expres- Sions for expectations of trajectories generated by three families Of maps, referred to as (n,t)-tailed shifts, (n,t)-broken identities And (n,t,π)-mixing permutations.
机译:在本文中,我们考虑了基于张量的方法来分析由分段Affine Markov(PWAM)映射生成的量化轨迹的高阶期望。我们正式得出封闭形式的表达式,用于期望由三个族的地图生成的轨迹,称为(n,t)尾移,(n,t)破折恒等式和(n,t,π)混合排列。

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