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Two-dimensional asymptotic expansions for large deviations of spherically distributed random vectors if the dominating point degenerates asymptotically - MaRDI portal

Two-dimensional asymptotic expansions for large deviations of spherically distributed random vectors if the dominating point degenerates asymptotically (Q1592151)

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scientific article; zbMATH DE number 1551614
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Two-dimensional asymptotic expansions for large deviations of spherically distributed random vectors if the dominating point degenerates asymptotically
scientific article; zbMATH DE number 1551614

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    Two-dimensional asymptotic expansions for large deviations of spherically distributed random vectors if the dominating point degenerates asymptotically (English)
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    8 November 2001
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    asymptotic expansion
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    spherical distribution
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    Laplace integral
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    geometric representation
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    large deviations
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    Watson's lemma
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