Bernhard Bodmann (Princeton)

Title: A transformation formula for Wiener-regularized
       path integrals

Abstract: Wiener-regularized path integrals provide a
          stochastic representation for the semigroups
          generated by certain Berezin-Toeplitz operators.
          Using the stochastic representation,
          a transformation formula relating resolvents
          of different Berezin-Toeplitz operators may
          be derived.  A key element of the derivation
          is that, up to a time change, Brownian motion
          is invariant under conformal mappings.