An Inexactly Modified Fixed Point Iteration Method for Solving Absolute Value Equations
Absolute value equation is of great significance and application value in solving linear program-ming,linear complementarity problems,double matrix games,etc.This paper mainly studies the numerical so-lution of absolute value equation.In order to improve the computational efficiency,an inexactly modified fixed point iteration method is proposed on the basis of the modified fixed point iteration method.Under certain conditions,the convergence of this method is proved.Finally,a numerical example is given to verify the ef-fectiveness and feasibility of the proposed method.
absolute value equationmodified fixed point iteration methodconvergence
万方数据
维普
