research

A HAMILTONIAN PATH INTEGRAL FOR A DEGENERATE PARABOLIC PSEUDO-DIFFERENTIAL OPERATOR

Abstract

The symbol of the fundamental solution for a degenerate parabolic pseudo-differential operator of order m(>0)m\,(>0) can be described in terms of a Hamiltonian path integral. This Hamiltonian path integral converges in the topology of the symbol class \Sn and in the weak topology of the symbol class \So

    Similar works