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2016•IOP Conference Series Materials Science and EngineeringOpen access

Solving of variational inequalities by reducing to the linear complementarity problem

Z. R. Gabidullina

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Abstract

We study the variational inequalities closely connected with the linear separation problem of the convex polyhedrain the Euclidean space. For solving of these inequalities, we apply the reduction to the linear complementarity problem. Such reduction allows one to solve the variational inequalities with the help of the Matlab software package.

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What this paper is about

We study the variational inequalities closely connected with the linear separation problem of the convex polyhedrain the Euclidean space. For solving of these inequalities, we apply the reduction to the linear complementarity problem. Such reduction allows one to solve the variational inequalities with the help of the Matlab software package.

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Available abstract

We study the variational inequalities closely connected with the linear separation problem of the convex polyhedrain the Euclidean space. For solving of these inequalities, we apply the reduction to the linear complementarity problem. Such reduction allows one to solve the variational inequalities with the help of the Matlab software package.

Key concepts: Variational inequality, Complementarity theory, Linear complementarity problem, Complementarity (molecular biology), Mixed complementarity problem, Mathematics, Inequality, Applied mathematics

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