| Home  | About ScienceAsia  | Publication charge  | Advertise with us  | Subscription for printed version  | Contact us  
Editorial Board
Journal Policy
Instructions for Authors
Online submission
Author Login
Reviewer Login
Volume 50 Number 5
Volume 50 Number 4
Volume 50 Number 3
Volume 50 Number 2
Volume 50 Number 1
Volume 49 Number 6
Earlier issues
Back

Research Article

ScienceAsia 21 (1995): 253-269 |doi: 10.2306/scienceasia1513-1874.1995.21.253

 

THE PROPAGATOR CORRESPONDING TO A MODEL QUADRATIC ACTION

 

J. POULTER AND W. TRIAMPO

ABSTRACT: In this paper we give a complete expression for the one-particle propagator corresponding to an action containing a series of any number of non-local harmonic oscillators, a local harmonic oscillator and a term due to an arbitrary driving force. We also outline how the diagonal matrix elements may be applied in variational calculations concerning two interacting particles in a field.

Download PDF


Department of Mathematics, Faculty of Science, Mahidol University, Rama 6 Road Bangkok 10400, Thailand.

Received May 23, 1995