Research ArticlesverifiedPeer-ReviewedOpen Access
Pages: 200-203Improvement of Solution Problems of Matrix Equations Calculated by Computers
Levent CIVCIK •
Cevdet ÇETIN •
Haydar BULGAK
Publication DateJune 29, 2015
Volume / IssueVol. 3, No. 3 (pp. 200-203)
DOI Identifier10.18100/ijamec.87886
subject
Abstract
Solution of linear algebra systems may come out with “ill-condition” or “well-condition” based on input information and solution methods. The aim of this study is to determine and correction of problems that may come out from the solution of matrix equations by computers and to calculate linear algebra.
Keywords:The Linear Algebra SystemCondition NumberEpsilon.
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Cited LiteratureReferences (6)
- 1
S.K. Godunov, “Solving Linear Algebraic Systems”, Novosibirsk, Nauka, (in Russian), 1980.
- 2
J.H.Wilkinson, “The Algebraic Problem. Clarendom Press”, Oxford, 1965.
- 3
A.M. Turing, “Rounding-off errors in matrix processes”, Quart. J. Mech., 1, 287-308, 1948.
- 4
J. von Neuman and H.H. Goldstine, “Numerical inverting of matrices of high cjjrder”, Bull. Amer. Math. Soc., v.53, no. 11, 1021-1099, 1947.
- 5
L. Civcik, “Matris Problemlerine Bilgisayar Destekli Bazı Çözümler”, Selçuk University, Konya, 1998.
- 6
A. Bulgak, "Cheking of a well-conditioning of the interval matrices”, Sibearian J. of Differential Equations, N.-Y., Nova Science Publ. (to appear).