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|Title:||An Approximate Minimum Variance Filter for Nonlinear Systems with Randomly Delayed Observations|
|Keywords:||Multiplicative noise;nonlinear ltering;delayed|
|Citation:||25th European Signal Processing Conference , 2017|
|Abstract:||In this paper, we extend our earlier results on minimum variance lter for systems with additive multiplicative noise in two di erent ways. Firstly, we propose a novel characterization of the linearization error in terms of multiplicative noise. Secondly, we also allow for random delay of up to one time step in the measurement. The delay is modelled by Bernoulli random variables.We derive a closed-form expression for the minimum variance lter for the resulting system with a linearized state transition equation, accounting for both the linearization error as well as the random delay. The utility of the proposed ltering algorithm is demonstrated through numerical exper- iments.|
|Appears in Collections:||Dept of Mechanical Aerospace and Civil Engineering Research Papers|
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