Uniform boundary Harnack principle for rotationally symmetric Lévy processes in general open sets
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In this paper we prove the uniform boundary Harnack principle in general open sets for harmonic functions with respect to a large class of rotationally symmetric purely discontinuous Lévy processes.
KeywordsLévy processes subordinate Brownian motion harmonic functions boundary Harnack principle Poisson kernel
MSC(2010)60J45 60J25 60J50
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© Science China Press and Springer-Verlag Berlin Heidelberg 2012