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A Breakdown Free Numerical Algorithm for Inverting General Tridiagonal Matrices (2208.12843v1)
Published 26 Aug 2022 in math.NA and cs.NA
Abstract: In the current paper the authors linked two methods in order to evaluate general n-th order tridiagonal determinants. A breakdown free numerical algorithm is developed for computing the inverse of any nxn general nonsingular tridiagonal matrix without imposing any constrains. The algorithm is suited for implementation using any computer language such as FORTRAN, PYTHON, MATLAB, MAPLE, C, C++, MACSYMA, ALGOL, PASCAL and JAVA. Some illustrative examples are presented.