Authors: T E Simos
Publish Date: 2007/11/01
Volume: 44, Issue: 2, Pages: 447-466
Abstract
In this article we present a singularly almost Pstable exponentiallyfitted fourstep method for the approximate solution of the onedimensional Schrödinger equation More specifically we present a method that is singularly almost Pstable a concept later introduced in this article and also integrates exactly any linear combination of the functions 1 x exp ±I v x x exp ±I v x x 2 exp ±I v x The numerical experimentation showed that our method is considerably more efficient compared to well known methods used for the approximate solution of resonance problem of the radial Schrödinger equation
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