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On the role played by extreme summands when a sum of independent and identically distributed random vectors is asymptotically <i>α</i>-stable - MaRDI portal

On the role played by extreme summands when a sum of independent and identically distributed random vectors is asymptotically <i>α</i>-stable (Q4819469)

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scientific article; zbMATH DE number 2103377
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On the role played by extreme summands when a sum of independent and identically distributed random vectors is asymptotically <i>α</i>-stable
scientific article; zbMATH DE number 2103377

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    On the role played by extreme summands when a sum of independent and identically distributed random vectors is asymptotically <i>α</i>-stable (English)
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    24 September 2004
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    binomial and Poisson point processes
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    Poisson spectral measure
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    extreme values
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    stable laws
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    convex hull
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    peeling
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