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    Inequalities of correlation type for symmetric stable random vectors

    Montgomery-Smith, Stephen, 1963-
    Koldobsky, Alexander, 1955-
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    [PDF] InequalitiesCorrelationType.pdf (176.5Kb)
    Date
    2011
    Format
    Preprint
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    Abstract
    We point out a certain class of functions f and g for which random variables f(X1,...,Xm) and g(Xm+1,...,Xk) are non-negatively correlated for any symmetric jointly stable random variables Xi. We also show another result that is related to the correlation problem for Gaussian measures of symmetric convex sets.
    URI
    http://hdl.handle.net/10355/9701
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