This paper deals with techniques which permit one to obtain the range of a posterior expectation through a sequence of linear optimizations. In the contexts of Bayesian robustness, the lenearization agorithm plays a fundamental role Its mathematical aspects and its connection with fractional programming procedures are reviewed and a few instances of its broad applicability are listed. At the end, some alternative approaches are briefly discussed.

Linearization tecnhiques in Bayesian robustness / Lavine, M.; Perone Pacifico, Marco; SALINETTI BRACCIALI, G.; L., Tardella. - (2000), pp. 261-272.

Linearization tecnhiques in Bayesian robustness

PERONE PACIFICO M.;
2000

Abstract

This paper deals with techniques which permit one to obtain the range of a posterior expectation through a sequence of linear optimizations. In the contexts of Bayesian robustness, the lenearization agorithm plays a fundamental role Its mathematical aspects and its connection with fractional programming procedures are reviewed and a few instances of its broad applicability are listed. At the end, some alternative approaches are briefly discussed.
2000
978-0387988665
Linearization tecnhiques in Bayesian robustness / Lavine, M.; Perone Pacifico, Marco; SALINETTI BRACCIALI, G.; L., Tardella. - (2000), pp. 261-272.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11385/182668
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