2008•Journal of Fujian Normal UniversityRequires access

Parametric Differentiation Method for the P_0-function Nonlinear Complementarity Problems

Changfeng Ma

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Abstract

A popular approach to solving the nonlinear complementarity problem(NCP) is to reformulate the NCP as a nonlinear system of equations.An equivalent nonlinear system of equations based on the smoothing Fischer function is constructed.Parametric differentiation is given to solve the P0-function nonlinear complementarity problem.Finally,numerical experiments present that this method is effective.

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What this paper is about

A popular approach to solving the nonlinear complementarity problem(NCP) is to reformulate the NCP as a nonlinear system of equations.An equivalent nonlinear system of equations based on the smoothing Fischer function is constructed.Parametric differentiation is given to solve the P0-function nonlinear complementarity problem.Finally,numerical experiments present that this method is effective.

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Available abstract

A popular approach to solving the nonlinear complementarity problem(NCP) is to reformulate the NCP as a nonlinear system of equations.An equivalent nonlinear system of equations based on the smoothing Fischer function is constructed.Parametric differentiation is given to solve the P0-function nonlinear complementarity problem.Finally,numerical experiments present that this method is effective.

Key concepts: Nonlinear complementarity problem, Mixed complementarity problem, Nonlinear system, Complementarity (molecular biology), Complementarity theory, Parametric statistics, Smoothing, Mathematics

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