Method of continued fractions
id:
method-of-continued-fractions-323-11692340
title:
Method of continued fractions
text:
The method of continued fractions is a method developed specifically for solution of integral equations of quantum scattering theory like Lippmann–Schwinger equation or Faddeev equations. It was invented by Horáček and Sasakawa in 1983. The goal of the method is to solve the integral equation iteratively and to construct convergent continued fraction for the T-matrix The method has two variants. In the first one we construct approximations of the potential energy operator V in the form of separa
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wiki
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https://en.wikipedia.org/wiki/Method_of_continued_fractions
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date modified:
2023-02-01T12:43:36Z
main entity:
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