Sets of admissible shifts of convex measures (Q2264063)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Sets of admissible shifts of convex measures |
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Sets of admissible shifts of convex measures (English)
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20 March 2015
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Summary: We prove that for any convex probability measure on a linear space the set of its non-singular shifts is convex and the set of its equivalent shifts is a linear subspace.
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convex measure
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logarithmically concave measure
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admissible shift
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