John Verzani

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Salisbury and Verzani introduced a class of martingales for the Brownian superprocess related to conditionings of the process to exit the boundary of a bounded domain in Rd in a particular way. The corresponding class of functions, denoted Hg,h1,...,hN , was generalized by Dynkin to more general superprocesses and shown to be X-harmonic. Salisbury and(More)
We introduce several martingale changes of measure of the law of the exit measure of super Brownian motion. These changes of measure include and generalize one arising by conditioning the exit measures to charge a point on the boundary of a 2-dimensional domain. In the case we discuss this is a non-degenerate conditioning. We give characterizations of the(More)
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