Introduces posterior-based Bayesian lower bounds that are at least as tight as Weiss-Weinstein bounds, with a definition of efficiency for the Bayesian Cramér-Rao bound and proofs of asymptotic tightness in an example.
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Some Results on Tighter Bayesian Lower Bounds on the Mean-Square Error
Introduces posterior-based Bayesian lower bounds that are at least as tight as Weiss-Weinstein bounds, with a definition of efficiency for the Bayesian Cramér-Rao bound and proofs of asymptotic tightness in an example.