Affordable Access

Publisher Website

Trace Formulas, a Golden–Thompson Inequality and Classical Limit in Boson Fock Space

Authors
Journal
Journal of Functional Analysis
0022-1236
Publisher
Elsevier
Publication Date
Volume
136
Issue
2
Identifiers
DOI: 10.1006/jfan.1996.0036
Disciplines
  • Physics

Abstract

Abstract Trace formulas for the heat semi-groups of second quantization operators and their perturbations in the abstract boson Fock space are given in terms of path (functional) integral representations. As applications, an inequality of Golden–Thompson type and a classical limit are derived for the trace of the heat semi-group of a perturbed second quantization operator. The abstract results are applied to a model of P( φ)-type in quantum field theory.

There are no comments yet on this publication. Be the first to share your thoughts.

Statistics

Seen <100 times
0 Comments

More articles like this

The Golden-Thompson trace inequality is complement...

on Linear Algebra and its Applica... Jan 01, 1993

Classical limit of bosons in phase space

on Physica A Statistical Mechanic... Jan 01, 2002

Casimir Chaos in a Boson Fock Space

on Journal of Functional Analysis Jan 01, 1994
More articles like this..