1984ANZIAM JournalOpen access

On a complementarity problem associated with nondifferentiable programming

B. D. Craven, B. Mond, J. Parida

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Abstract

Abstract This paper deals with the question of the existence of a solution to the stationary-point problem corresponding to a given nonlinear nondifferentiable program. An existence theorem for the stationary-point problem is presented under some convexity and regularity conditions on the functions involved, which also guarantee an optimal solution to the nonlinear program.

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Abstract This paper deals with the question of the existence of a solution to the stationary-point problem corresponding to a given nonlinear nondifferentiable program. An existence theorem for the stationary-point problem is presented under some convexity and regularity conditions on the functions involved, which also guarantee an optimal solution to the nonlinear program.

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Available abstract

Abstract This paper deals with the question of the existence of a solution to the stationary-point problem corresponding to a given nonlinear nondifferentiable program. An existence theorem for the stationary-point problem is presented under some convexity and regularity conditions on the functions involved, which also guarantee an optimal solution to the nonlinear program.

Key concepts: Convexity, Nonlinear complementarity problem, Mixed complementarity problem, Stationary point, Complementarity (molecular biology), Mathematics, Nonlinear system, Mathematical optimization

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