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On the differentiability of optimal values for bounded nonlinear programs with equality constraints
Authors:Okitsugu Fujiwara
Affiliation:Industrial Engineering and Management Division, Asian Institute of Technology, P.O. Box 2754, Bangkok, Thailand
Abstract:We consider a parametrized family of nonlinear programs where the feasible region is defined by equality constraints in a ball. The global optimal value is shown to be twice continuously differentiable over an open and dense set in the perturbation parameter space.
Keywords:parametric programming  stability of optimal solutions  Morse theory
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