Abstract

This paper is motivated by the observation that the classical regularization method is not efficient enough to regularize variational inequalities with noncoercive pseudo-monotone operators. The main reason for its deficiency is the fact that any perturbation of pseudo-monotone operators may not be pseudo-monotone. In this contribution we study the variational inequalities with non-coercive pseudo-monotone operators. Instead of the classical regularization method to regularize the problem we use a different approach which is based on the theory of linear compact operators.

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