
We prove an existence theorem for the optimal control of variational inequalities governed by a pseudomonotone operator: the cost is assumed to be quadratic. Then, we give an extension of the theorem to more general costs (assuming the operator to be monotone); we also give a result on a perturbation problem.
Existence theories for problems in abstract spaces, Existence theories in calculus of variations and optimal control
Existence theories for problems in abstract spaces, Existence theories in calculus of variations and optimal control
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