Two classes of modulus-based methods for solving linear complementarity problems

Abstract

Corresponding to various sciences’ need to solve linear complementarity problems (LCPs), a great number of researchers have been engaged in the study of LCPs. Modulus-based methods are powerful schemes for solving linear complementarity problems. In this regard, this paper presents modulus-based methods for solving LCPs. The convergence conditions of the proposed methods are verified when the system matrix is an H+- matrix. Eventually, the effectiveness of the methods is confirmed by presenting numerical results.