2005
DOI: 10.1007/s11118-004-0584-8
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On the Strongly Supermedian Functions and Kernels

Abstract: We answer to a question of P.J. Fitzsimmons and R.K. Getoor concerning the characterization of a strongly supermedian function by the property of being "universally" supermedian. Based on the Revuz correspondence we also prove (alternatively to the probabilistic approach of Fitzsimmons and Getoor) that the Radon-Nikodym derivative between the Revuz measures of a semiregular excessive kernel and the regular strongly supermedian kernel generating it, does not depend on the kernel. (2000): Primary 60J45, 31D05; S… Show more

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