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    A boundary Harnack principle in twisted Hölder domains 

    Burdzy, Krzysztof; Bass, Richard F. (Annals of Mathematics, 1991-09)
    The boundary Harnack principle for the ratio of positive harmonic functions is shown to hold in twisted Hölder domains of order [alpha] for [alpha is an element of the set](1/2, 1]. For each [alpha is an element of the set] (0, 1/2), there exists a twisted Hölder domain of order [alpha] for which the boundary Harnack principle ...

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    Author
    Bass, Richard F. (1)
    Burdzy, Krzysztof (1)
    Subject
    boundary Harnack principle (1)
    conditioned Brownian motion (1)
    h-processes (1)
    harmonic functions (1)
    Harnack principle (1)
    Hölder domains (1)
    twisted Hölder domains (1)
    ... View MoreDate Issued1991 (1)

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