
doi: 10.2172/5206569
The properties of OB relaxation of Varga iterative methods are investigated, with particular emphasis on diagonal relaxation. Generalizations of the results of Beauwens and Quenon (SIAM J. Numer. Anal., 13, 615-643 (1976)) are presented, and their relations with the works of Axelsson and Gustafsson are indicated. Finally, the combination of this formalism with the Axelsson-Gustafsson analysis to enlarge the scope of the latter is illustrated.
Numerical Solution, Equations, Relaxation 990200* -- Mathematics & Computers, And Information Science, Computing, Factorization, 99 General And Miscellaneous//Mathematics, Mathematical Operators, Iterative Methods
Numerical Solution, Equations, Relaxation 990200* -- Mathematics & Computers, And Information Science, Computing, Factorization, 99 General And Miscellaneous//Mathematics, Mathematical Operators, Iterative Methods
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