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Asymptotic Windings of Brownian Motion Paths on Riemann Surfaces
Authors:Shinzo Watanabe
Institution:(1) Department of Mathematics, Kyoto University, Kyoto, Japan. e-mail
Abstract:We study asymptotic winding properties of Brownian motion paths on Riemann surfaces by obtaining limit laws for stochastic line integrals along Brownian paths of meromorphic differential 1-forms (Abelian differentials).
Keywords:Brownian motion on a Riemann surface  stochastic line integral along a Brownian motion path of a 1-differential form  Walsh's Brownian motions  elliptic integrals
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