Generalized approximating splitting iterations for solving linear least squares problems in finite dimensions

AUTOR(ES)

Marti-Lopez, Felipe

FONTE

Computational & Applied Mathematics

DATA DE PUBLICAÇÃO

2005-08

RESUMO

In this paper, a new special class of splitting iterations for solving linear least squares problems in finite dimensions is defined and their main properties of strong global convergence to any problem solution are derived. The investigation results prove the new splitting iterations to be a generalization of the approximating splitting iterations for solving linear least squares problems in finite dimensions, suggesting their suitability for the robust approximate solution of such problems.

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