Outer approximation schemes for generalized semi-infinite variational inequality problems
Copyright policy )Outer approximation schemes for generalized semi-infinite variational inequality problems
We introduce and analyse outer approximation schemes for solving variational inequality problems in which the constraint set is as in generalized semi-infinite programming. We call these problems generalized semi-infinite variational inequality problems. First, we establish convergence results of our method under standard boundedness assumptions. Second, we use suitable Tikhonov-like regularizations for establishing convergence in the unbounded case.
- Universidade Federal do Piauí Brazil
- UNIVERSIDADE DE SAO PAULO Brazil
- University of South Australia Australia
banach spaces, generalized semi infinite programs, outer approximation algorithm, maximal monotone operaotrs, Bregman functions, variational inequalities
banach spaces, generalized semi infinite programs, outer approximation algorithm, maximal monotone operaotrs, Bregman functions, variational inequalities
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