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Risk sensitive filtering with continuous time observations

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In this article we consider risk sensitive filtering for a Markov signal which is observerd through a Brownian motion, and a Poisson process. Risk sensitive filters for the robust estimation of the signal process are given. These filters are stochastic partial differential equations for which robust discretizations are obtained. Computer simulations are given which demonstrate the benefits of risk sensitive filtering.

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Proceedings of the IEEE Conference on Decision and Control

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