A NEW APPROXIMATION TO THE SOLUTION OF THE LINEAR MATRIX EQUATION AXB=C

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SADEGHI A.

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Journal: Journal of Linear and Topological Algebra Year:2015 | Volume:4 | Issue:4 Page(s): 305-315

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Title

A NEW APPROXIMATION TO THE SOLUTION OF THE LINEAR MATRIX EQUATION AXB=C

Author(s)

SADEGHI A. | Issue Writer Certificate

Keywords

MATRIX EQUATION

HOMOTOPY PERTURBATION METHOD

DIAGONALLY DOMINANT MATRIX

CONVERGENCE

ITERATIVE METHOD

Abstract

It is well-known that the MATRIX EQUATIONs play a significant role in several applications in science and engineering. There are various approaches either direct methods or ITERATIVE METHODs to evaluate the solution of these equations. In this research article, the ho-motopy perturbation method (HPM) will employ to deduce the approximated solution of the linear MATRIX EQUATION in the form AXB=C. Furthermore, the conditions will be explored to check the CONVERGENCE of the homotopy series. Numerical examples are also adapted to illustrate the properties of the modified method.

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APA: Copy

SADEGHI, A.. (2015). A NEW APPROXIMATION TO THE SOLUTION OF THE LINEAR MATRIX EQUATION AXB=C. JOURNAL OF LINEAR AND TOPOLOGICAL ALGEBRA, 4(4), 305-315. SID. https://sid.ir/paper/335639/en

Vancouver: Copy

SADEGHI A.. A NEW APPROXIMATION TO THE SOLUTION OF THE LINEAR MATRIX EQUATION AXB=C. JOURNAL OF LINEAR AND TOPOLOGICAL ALGEBRA[Internet]. 2015;4(4):305-315. Available from: https://sid.ir/paper/335639/en

IEEE: Copy

A. SADEGHI, “A NEW APPROXIMATION TO THE SOLUTION OF THE LINEAR MATRIX EQUATION AXB=C,” JOURNAL OF LINEAR AND TOPOLOGICAL ALGEBRA, vol. 4, no. 4, pp. 305–315, 2015, [Online]. Available: https://sid.ir/paper/335639/en

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