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    Lifetimes of conditioned diffusions

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    Date
    1992
    Author
    Burdzy, Krzysztof
    Bass, Richard F.
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    Abstract
    We investigate when an upper bound on expected lifetimes of conditioned diffusions associated with elliptic operators in divergence and non-divergence form can be found. The critical value of the parameter is found for each of the following classes of domains: L [to the power of p] domains (p = n − 1), uniformly regular twisted L [to the power of p] domains (p = n − 1), and twisted Hölder domains ([alpha] = 1/3). A related parabolic boundary Harnack principle is proved.
    URI
    http://hdl.handle.net/1773/2170
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    • EPrint Collection - Mathematics [112]

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