Construction of (J J)−1 in the Chandler–Gibson reaction theory

Wayne Polyzou

doi:10.1063/1.525166

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Construction of (J J)−1 in the Chandler–Gibson reaction theory

Journal article

Peer reviewed

Construction of (J J)−1 in the Chandler–Gibson reaction theory

Wayne Polyzou

Journal of mathematical physics, Vol.22(12), pp.2854-2857

12/1981

DOI: 10.1063/1.525166

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Abstract

We exhibit a technique to construct formally the operators (J J*)−1 and (JΠJ*)−1 in the Chandler–Gibson theory. Our construction is based on integral equations whose kernels can be made contractive with an appropriate choice of parameters. We discuss uniqueness and give representations of the solutions as uniformly convergent series.

MANY−BODY PROBLEM

HILBERT SPACE

QUANTUM OPERATORS

INTEGRAL EQUATIONS

HAMILTONIANS

INTERACTIONS

BOUND STATE

Details

Title: Subtitle: Construction of (J J)−1 in the Chandler–Gibson reaction theory
Creators: Wayne Polyzou - Theoretical Division, Los Alamos Scientific Laboratory, Los Alamos, New Mexico 87545
Resource Type: Journal article
Publication Details: Journal of mathematical physics, Vol.22(12), pp.2854-2857
DOI: 10.1063/1.525166
ISSN: 0022-2488
eISSN: 1089-7658
Number of pages: 4
Language: English
Date published: 12/1981
Academic Unit: Physics and Astronomy
Record Identifier: 9984429049402771

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