1 Introduction and Problem Formulation.- 2 Existence Theorems for Minimal Points.- 3 Generalized Derivatives.- 4 Tangent Cones.- 5 Generalized Lagrange Multiplier Rule.- 6 Duality.- 7 Direct Treatment of Special Optimization Problems.- A Weak Convergence.- B Reflexivity of Banach Spaces.- C Hahn-Banach Theorem.- D Partially Ordered Linear Spaces.- Answers to the Exercises.
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