Linear system solvers are of main use in applied sciences and engineering. The design of a fast and reliable procedure for solving vector (or matrix) linear ...
A fast numerical solver is proposed for the matrix linear equation, where the coefficient matrix is a general nonsingular bordered tridiagonal matrix.
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A fast and reliable numerical solver for general bordered k -tridiagonal matrix linear equations. Authors: J. Abderramán Marrero. J. Abderramán Marrero.
A fast and reliable numerical solver for general bordered -tridiagonal matrix linear equations. October 2016; Journal of Computational and Applied Mathematics ...
A fast and reliable numerical solver for general bordered k-tridiagonal matrix linear equations ; Source. Journal of Computational and Applied Mathematics > 2017 ...
A fast and reliable numerical solver for general bordered k-tridiagonal matrix linear equations. https://doi.org/10.1016/j.cam.2016.10.004 ·.
TL;DR: A fast numerical solver is proposed for the matrix linear equation A X = B, where the n × n coefficient matrix A is a general nonsingular bordered ...
In this paper, the authors present reliable symbolic algorithms for solving a general bordered tridiagonal linear system. The first algorithm is based on ...
Abderramán Marrero JTomeo V(2017)A fast and reliable numerical solver for general bordered k -tridiagonal matrix linear equationsJournal of Computational ...
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Discover efficient algorithms for solving bordered k-tridiagonal linear systems of equations. Explore computational costs and illustrative examples.