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    Variance of Lipschitz Functions and an Isoperimetric Problem for a Class of Product Measures 

    Bobkov, S. G.; Houdré, Christian (Georgia Institute of Technology, 1995-07-10)
    The maximal variance of Lipschitz functions (with respect to the \ell_1-distance) of independent random vectors is found. This is then used to solve the isoperimetric problem, uniformly in the class of product probability ...

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    Author
    Bobkov, S. G. (1)
    Houdré, Christian (1)Subject
    Isoperimetry (1)
    Lipschitz function (1)
    Variance inequality (1)... View MoreDate Issued1995 (1)Has File(s)
    Yes (1)
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