Renormalization and convergence in law for the derivative of intersection local time in R^2

Details Renormalization and convergence in law for the derivative of intersection local time in R^2 Renormalization and convergence in law for the derivative of intersection local time in R^2

2006-09-10

arxiv.org/abs/math/0609265v1

Mathematics

Probability

Scientific paper

In this paper we will examine the derivative of intersection local time of
Brownian motion and symmetric stable processes in $R^2$. These processes do not
exist when defined in the canonical way. The purpose of this paper is to
exhibit the correct rate for renormaliztion of these processes.

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