Analytic sequential Weiss-Weinstein bounds

TitleAnalytic sequential Weiss-Weinstein bounds
Publication TypeJournal Article
Year of Publication2013
AuthorsXaver F., Gerstoft P, Matz G., Mecklenbrauker C.
JournalSignal Processing, IEEE Transactions on
VolumePP
Pagination1-1
Date Published2013/07
ISBN Number1053-587X
Keywordsanalytic sequential Weiss-Weinstein lower bound; Bayesian estimation; exponential family; hybrid state estimation problems; uniform noise
Abstract

In this paper, we explore a sequential Bayesian bound for state-space models focusing on hybrid continuous and discrete random states. We provide an analytic recursion for the sequential Weiss-Weinstein (SWW) bound for linear state-space models with solutions for Gaussian, uniform, and exponential distributions as derived, as well as for a combination of these. We compare the SWW bound for discretized states with the corresponding bound for the continuous states. The SWW bound is contrasted with the sequential Cramér-Rao bound for Gaussian distributions. Practical issues of SWW bounds are discussed and numerical simulation results provide insights into their behavior.

DOI10.1109/TSP.2013.2273886
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