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Uniform time average consistency of Monte Carlo particle filters

机译:蒙特卡洛粒子滤波器的均匀时间平均一致性

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摘要

We prove that bootstrap-type Monte Carlo particle filters approximate the optimal nonlinear filter in a time average sense uniformly with respect to the time horizon when the signal is ergodic and the particle system satisfies a tightness property. The latter is satisfied without further assumptions when the signal state space is compact, as well as in the noncompact setting when the signal is geometrically ergodic and the observations satisfy additional regularity assumptions.
机译:我们证明,自举型蒙特卡洛粒子滤波器在时间平均意义上相对于时间遍历均匀地逼近最佳非线性滤波器,这是信号是遍历遍历且粒子系统满足密封性的。当信号状态空间紧凑时,在没有进一步假设的情况下,以及在信号几何遍历遍历且观测值满足其他规则性假设的非紧凑设置中,无需进一步假设即可满足后者。

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