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Simultaneous Linear Equations

Norbert Köckler

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Abstract

Abstract Most application problems in numerical mathematics result in linear systems. There are many methods for their numerical solution. The decision which one to choose depends mainly on the structure of the coefficient matrix: Nonsingular matrix with no special structure: Gaussian elimination.

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Abstract Most application problems in numerical mathematics result in linear systems. There are many methods for their numerical solution. The decision which one to choose depends mainly on the structure of the coefficient matrix: Nonsingular matrix with no special structure: Gaussian elimination.

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Available abstract

Abstract Most application problems in numerical mathematics result in linear systems. There are many methods for their numerical solution. The decision which one to choose depends mainly on the structure of the coefficient matrix: Nonsingular matrix with no special structure: Gaussian elimination.

Key concepts: Invertible matrix, Coefficient matrix, Gaussian elimination, Applied mathematics, Mathematics, Matrix (chemical analysis), Gaussian, Linear system

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