An algorithm for matrix Sturm-Liouville problems based on a piece-wise constant perturbation of the differential operator

Abstract

A new algorithm for Sturm-Liouville problems with matrix coefficients is proposed which possesses the convergence rate of a geometric progression with a denominator depending inversely proportional from the order number of eigenvalues. The asymptotical behavior of the distance between neighboring eigenvalues when the order number tends to infinity is… (More)

Topics

2 Figures and Tables

Cite this paper

@inproceedings{Bandyrski2005AnAF, title={An algorithm for matrix Sturm-Liouville problems based on a piece-wise constant perturbation of the differential operator}, author={B.̆I. Bandyrskĭi and Ivan P. Gavrilyuk and I. I. Lazurchak and Volodymyr L. Makarov}, year={2005} }