arXiv:math/0609603 Abstract

arXiv:math/0609603 [math.AP]Abstract References Reviews Resources

Expected volume of intersection of Wiener sausages and heat kernel norms on compact Riemannian manifolds with boundary

Published 2006-09-21Version 1

Estimates are obtained for the expected volume of intersection of independent Wiener sausages in Euclidean space in the small time limit. The asymptotic behaviour of the weighted diagonal heat kernel norm on compact Riemannian manifolds with smooth boundary is obtained in the small time limit

Categories: math.AP

Subjects: 58J35, 35P99, 60J65

Keywords: compact riemannian manifolds, wiener sausages, expected volume, diagonal heat kernel norm, small time limit

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