A new high-order stable numerical method for matrix inversion.
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ABSTRACT: A stable numerical method is proposed for matrix inversion. The new method is accompanied by theoretical proof to illustrate twelfth-order convergence. A discussion of how to achieve the convergence using an appropriate initial value is presented. The application of the new scheme for finding Moore-Penrose inverse will also be pointed out analytically. The efficiency of the contributed iterative method is clarified on solving some numerical examples.
SUBMITTER: Haghani FK
PROVIDER: S-EPMC3933421 | biostudies-other | 2014
REPOSITORIES: biostudies-other
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