Second Degree Generalized Successive Over Relaxation Method for Solving System of Linear Equations

Authors

  • Hailu Muleta Chemeda Jimma University Author
  • Firew Hailu Bonga College of Teachers Author
  • Genanew Gofe Gonfa Salale University Author

Keywords:

Second Degree, Generalized Gauss Seidel, Successive over relaxation, Convergence

Abstract

In this paper, a second degree generalized successive over relaxation iterative method for solving system of linear equations based on the decomposition 

A= Dm+Lm+Um  is presented and the convergence properties of the proposed method are discussed. Two numerical examples are considered to show the efficiency of the proposed method. The results presented in tables show that the Second Degree Generalized Successive Over Relaxation Iterative method is more efficient than the other methods considered based on number of iterations, computational running time and accuracy.

Downloads

Published

2024-03-30

Issue

Vol. 12 No. 1 (2020): Momona Ethiopian Journal of Science (MEJS)

Section

Articles

How to Cite

Second Degree Generalized Successive Over Relaxation Method for Solving System of Linear Equations. (2024). Momona Ethiopian Journal of Science (MEJS) , 12(1), 60-71. https://journal.mu.edu.et/index.php/mejs/article/view/284