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Research on Unknown Static Parameter Estimation Problem of State Space Models Based on Particle Filter Algorithm

机译:基于粒子滤波算法的状态空间模型未知静态参数估计问题研究

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A novel parameter estimation method for unknown static parameters of the state space model using particle filtering (PF) has proposed in this paper. Traditional methods enlarge state vector by treating the unknown parameter θ as a part of state vector (,) k x θ. But this may cause the degeneration of θ, when some estimates become too small to continue as a result of the non-dynamic character of parameters if θ at time k is only determined by time k ?1. Compared to traditional methods, this novel method assumes that the posterior distribution of θ is given by previous observation and state vectors, Z_(1:k) and X_(1:k). Obtain statistics at time k by using the integration of Z_(1:k) and X_(1:k), and solve parameter estimation problem by updating θ recursively. Good results are obtained when this method is used in different models.
机译:本文提出了一种用于使用粒子滤波(PF)的状态空间模型未知静态参数的新颖参数估计方法。传统方法通过将未知参数θ视为状态向量(,)kxθ的一部分来放大状态向量。但这可能导致θ的退化,当某些估计变得太小而不会导致参数的非动态特征,如果在时间k处的θ仅被时间k?1确定。与传统方法相比,这种新方法假设θ的后部分布由先前观察和状态向量,Z_(1:k)和X_(1:k)给出。通过使用z_(1:k)和x_(1:k)的集成来获得时间k处的统计信息,并通过递归更新θ来解决参数估计问题。当该方法用于不同模型时,获得了良好的结果。

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