1. Green’s Functions For Generalized Schroedinger Equations
- Author
-
John A. Beekman
- Subjects
010308 nuclear & particles physics ,General Mathematics ,Gaussian ,010102 general mathematics ,Markov process ,Sample (statistics) ,01 natural sciences ,Green S ,symbols.namesake ,chemistry.chemical_compound ,chemistry ,0103 physical sciences ,symbols ,Applied mathematics ,Boundary value problem ,0101 mathematics ,Schrödinger's cat ,Mathematics - Abstract
I. Introduction. The purpose of this paper is to discuss functions defined on the continuous sample paths of Gaussian Markov processes which serve as Green’s functions for pairs of generalized Schroedinger equations. The results extend the author’s earlier paper [2] to a forward time version, and consider different boundary conditions.
- Published
- 1969