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Titlebook: Variational Analysis; R. Tyrrell Rockafellar,Roger J. B. Wets Book 1998 Springer-Verlag Berlin Heidelberg 1998 convex analysis.epi-converg

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Set Convergence,roblems, for instance, it‘s of practical interest to know what might be expected of the behavior of the associated sets of feasible or optimal solutions. How close will they be to those for the given problem? Related challenges arise in approximating functions that may be extended-real-valued and ma
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Lipschitzian Properties,tended from single-valued mappings to general set-valued mappings as a means of obtaining quantitative results about continuity that go beyond the topological results obtained so far. In that context, Lipschitz continuity can be captured by coderivative conditions, which likewise pin down the associ
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Second-Order Theory,ns for local optimality in the absence of convexity. Such conditions form the basis for numerical methodology and assist in studies of what happens to optimal solutions when the parameters on which a problem depends are perturbed.
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