Improved Inexact Alternating Direction Methods for a Class of Nonlinear Complementarity Problems

Authors

  • Jiewen He
  • Hua Zheng
  • Seakweng Vong

DOI:

https://doi.org/10.4208/eajam.150421.290721

Keywords:

Inexact alternating direction method, nonlinear complementarity problem, successive overrelaxation, iterative method, symmetric positive definite.

Abstract

Three types of improved inexact alternating direction methods for solving nonlinear complementarity problems with positive definite matrices and nonlinear terms are proposed. The convergence of the methods is proven. Numerical examples confirm the theoretical analysis and show that the methods have advantages over similar existing methods, especially in large size problems.

Published

2021-10-25

Issue

Section

Articles