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Risk-sensitive filtering and smoothing for jump Markov non-linear systems based on unscented transform [Brief Paper]

机译:基于无味变换的跳跃马尔可夫非线性系统的风险敏感滤波和平滑处理[简介]

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摘要

This study is concerned with risk-sensitive filtering and smoothing for a class of discrete-time jump Markov non-linear systems. Using the so-called reference probability method, the authors present a general theoretical framework to yield recursions for deriving filtered and smoothed estimates through identifying the approximations made by the interacting multiple model (IMM) estimation approach. A suboptimal risksensitive filtering algorithm is developed by applying the unscented transform (UT) technique and the one-step fixed-lag smoothing result is also presented for such systems. The effectiveness of the proposed algorithms is demonstrated via a manoeuvering target tracking simulation study.
机译:这项研究涉及一类离散时间跳跃马尔可夫非线性系统的风险敏感滤波和平滑。使用所谓的参考概率方法,作者提出了一个通用的理论框架,以通过识别由交互多模型(IMM)估计方法得出的近似值来产生递归,以得出经过滤波和平滑的估计。通过应用无味变换(UT)技术开发了次优风险敏感滤波算法,并针对此类系统提出了一步固定滞后平滑结果。通过机动目标跟踪仿真研究证明了所提出算法的有效性。

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