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1. On an Orthogonal Method of Finding Approximate Solutions of Ill-Conditioned Algebraic Systems and Parallel Computation.

Author

Otelbaev, M., Tuleuov, B. I., and Zhussupova, D.

Subjects
APPROXIMATION theory, PARALLEL processing, MATRICES (Mathematics), LINEAR algebra, ORTHOGONALIZATION
Abstract

A new method of finding approximate solutions of linear algebraic systems with ill-conditioned or singular matrices, using Schmidt orthogonalization, is presented. This method can be effectively used for arranging parallel computations for matrices of large size. [ABSTRACT FROM AUTHOR]

Published
2013

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