Head of Pure Group
Department of Mathematics, University of Bristol
University Walk, Clifton
44 (117) 3311666
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- MSc-Delft - The Netherlands (1976)
- PhD-Groningen - The Netherlands (1981)
Michiel van den Berg is interested in study of the elliptic and parabolic partial differential equatons on Riemannian manifolds, and the relation of the asymptotic behaviour of spectral functions (e.g. spectral counting function, heat content) and the geometry / topology of the Riemannian manifold. The geometry of random sets in particular intersection properties of independent Wiener sausages.