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Stability for solution of Differential Variational Inequalitiy

Jianxun Zhao(tonnypanda***at***126.com)

Abstract: In this paper we study the class of differential variational inequality(DVI) in a finite-dimension Euclidean space. We study stability and perturbation of the DVI under the OSL condition. Besides, we establish a Prior Bound Theorem, which is a useful tool to prove stability of DVI. In this paper, we replace the classical Lipshitz continuity by one-sided Lipschitz condition, which is important improvement of the conventional Lipschitz continuity.

Keywords: Differential variational inequality; One-sided Lipschitz continuity;

Category 1: Complementarity and Variational Inequalities


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Entry Submitted: 06/16/2009
Entry Accepted: 06/16/2009
Entry Last Modified: 06/16/2009

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