A Study of Gaussian Elimination Method Applications
Yenie Syukriyah, Arif Rahmana
Abstract
Yenie Syukriyah, Arif Rahmana
Abstract
Solving linear equations is an important application of linear algebra which also plays an important role in many fields of science namely physics, statistics, computer science and others. There are many methods for solving linear equations but the main focus of this paper is on the Gaussian elimination method. For many scientific calculations, it is necessary to solve linear equations so a good choice is to solve them with the Gaussian elimination algorithm. The series of operations performed on the coefficient matrix for Matrix reduction is called the Gauss elimination method.
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Solving linear equations is an important application of linear algebra which also plays an important role in many fields of science namely physics, statistics, computer science and others. There are many methods for solving linear equations but the main focus of this paper is on the Gaussian elimination method. For many scientific calculations, it is necessary to solve linear equations so a good choice is to solve them with the Gaussian elimination algorithm. The series of operations performed on the coefficient matrix for Matrix reduction is called the Gauss elimination method.
Key concepts: Gaussian elimination, Coefficient matrix, Linear algebra, Gaussian, Applied mathematics, Matrix (chemical analysis), Linear equation, Gauss