Maximum<i>a posteriori</i>estimates in linear inverse problems with log-concave priors are proper Bayes estimators (Q2936498)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Maximum<i>a posteriori</i>estimates in linear inverse problems with log-concave priors are proper Bayes estimators |
scientific article |
Statements
Maximum<i>a posteriori</i>estimates in linear inverse problems with log-concave priors are proper Bayes estimators (English)
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17 December 2014
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Bayes cost
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MAP estimation
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CM estimation
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sparsity
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Bregman distance
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