Mend-Amar Majig

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In this paper, we consider the problem of finding a solution of the general (i.e., not necessarily monotone) variational inequality problem (VIP). We propose a new practical version of globally convergent Josephy-Newton based method for VIP. By means of some additional bound constraint, the method ensures existence of solutions to subproblems, which is an(More)
Preface In this thesis, we develop several methods for solving the general (not necessarily monotone) variational inequality problem. The variational inequality problem, which may be regarded as an extension of the nonlinear programming problem, has now become one of the core subjects in optimization, and indeed it covers various classes of optimization(More)
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