Technical Report CS0066

Title: Primal And Dual Optimality Criteria In Convex Programming
Authors: A. Ben-Tal and A. Charnes
Abstract: This paper considers the problem of minimizing a convex differentiable function subject to convex differentiable constraints. Necessary and sufficient conditions (not requiring any constraints qualification) for a point to be an optimal solution are given in terms of a parametric I inear program. Dual characterization theorems are then derived, which generalizes the classical results of Kuhn-Tucker and Fritz John.
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