Solution of the Faddeev Equation for Local Potentials by Approximate Product-Integration

1 August 1969

journal article
research article
Published by AIP Publishing in Journal of Mathematical Physics

Vol. 10 (8) , 1491-1494
https://doi.org/10.1063/1.1664994

Abstract

A practical method of solving the Faddeev equation for short‐range local potentials is proposed. The method consists of (a) transforming the Faddeev equation into a form in which the inhomogeneous term satisfies a Hölder condition and then (b) solving the resultant two‐variable integral equations by approximate product‐integration.

Keywords

This publication has 5 references indexed in Scilit:

Solutions of the Faddeev Equation for Short-Range Local Potentials
Physical Review B, 1968
Spark-Chamber Search for Double Beta Decay in ${Ca}^{48}$
Physical Review B, 1967
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New Reduction of the Faddeev Equations and Its Application to the Pion as a Three-Particle Bound State
Physical Review B, 1965
Approximate product-integration
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