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Methods of parametrization in the analysis of improper mathematical
j Holder continuity of solutions of perturbed optimization problems under
The KuhnTucker set
active constraints algorithm applied assume assumptions Berlin best approximation bounded compact complementarity compute conjugation consider continuation methods continuous selection convergence convex convex sets Corollary corresponding defined denotes distribution dual problems duality equations exists Ext(f feasible set finite number fixed given global Guddat hence holds homotopy homotopy methods Humboldt-Universitat implies index set inequality integer Jongen Kuhn-Tucker point Lagrangian Lemma LICQ linear programming linearly independent Lipschitz continuity locally lower semicontinuous manifold Math Mathematical Programming matrix minimal multifunction neighborhood nonempty nonlinear programming NP-problem objective function obtain open set optimal point optimal value Optimierung optimization problems parametric optimization problems perturbed polyhedral polynomial probability measures problem P(t programming problems Proof properties Proposition quadratic programs real number resp Robinson satisfies sequence solving space stability stochastic programming strongly unique subset sufficient condition suoh Suppose Theorem theory topological upper Lipschitzian vector