1999•OptimizationRequires access

Generallized Linear Complementarity Problem and Multiobjective Programming Problem

D. S. Bhatia, Pankaj Kumar Gupta

Open publisher page 5 citations

Abstract

In this paper we establish an equivalence between the solutions of a generalized linear complementarity problem and efficient points of a related nonlinear (quadratic) multiobjective programming problem. An algorithm based on multiple objective programming approach is presented to solve generalized linear complementarity problem

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What this paper is about

In this paper we establish an equivalence between the solutions of a generalized linear complementarity problem and efficient points of a related nonlinear (quadratic) multiobjective programming problem. An algorithm based on multiple objective programming approach is presented to solve generalized linear complementarity problem

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OpenAlex reports 5 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

In this paper we establish an equivalence between the solutions of a generalized linear complementarity problem and efficient points of a related nonlinear (quadratic) multiobjective programming problem. An algorithm based on multiple objective programming approach is presented to solve generalized linear complementarity problem

Key concepts: Mixed complementarity problem, Linear complementarity problem, Mathematics, Mathematical optimization, Complementarity (molecular biology), Complementarity theory, Criss-cross algorithm, Linear-fractional programming

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