Volume 55, pp. 391-400, 2022.

Modulus-based circulant and skew-circulant splitting iteration method for the linear complementarity problem with a Toeplitz matrix

Minhua Wu and Chenliang Li

Abstract

By reformulating the linear complementarity problem involving a positive definite Toeplitz matrix as an equivalent fixed-point system, we construct a modulus-based circulant and skew-circulant splitting (MCSCS) iteration method. We also analyze the convergence of the method and show that the new method is effective by providing some numerical results.

Full Text (PDF) [231 KB], BibTeX

Key words

linear complementarity problem, Toeplitz matrix, modulus-based circulant and skew-circulant splitting

AMS subject classifications

65F10, 65Y05, 65H10

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