Joanna Pres
Published 2011-01-07, updated 2011-06-20Version 2
This paper concerns harmonic measure on the domains that arise when infinitely many disjoint closed discs are removed from the unit disc. It investigates which configurations of discs are unavoidable for Brownian motion, and obtains refinements of related results of Akeroyd, and of Ortega-Cerd\`{a} and Seip.
Comments: revised arguments, results unchanged
Brownian motion in a ball in the presence of spherical obstacles
Localized bases in L^2(0,1) and their use in the analysis of Brownian motion
Irregular finite order solutions of complex LDE's in unit disc
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