
doi: 10.4171/zaa/535
Under a suitable assumption necessary optimality conditions are derived for non-smooth minimax problems involving infinitely many functions. The results obtained here generalize some necessary optimality conditions for mathematical programming and minimax problems.
Programming in abstract spaces, necessary optimality conditions, Optimality conditions for minimax problems, Derivatives of functions in infinite-dimensional spaces, normed space, compact topological space, weak upper approximations, 510
Programming in abstract spaces, necessary optimality conditions, Optimality conditions for minimax problems, Derivatives of functions in infinite-dimensional spaces, normed space, compact topological space, weak upper approximations, 510
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