Introduction
What this guide covers
A rigorous treatise on the theory of free and conditioned extremes: from topology and Karush-Kuhn-Tucker conditions to Lagrangian duality and second-order criteria.
Overview
Topics covered
- Introduction
- Mathematical Optimization in
- Fundamentals of Topology and Differential Calculus
- 1.1 Topological Structure and the Weierstrass Theorem
- 1.2 Differentiability, Gradient Vector and Hessian Matrix
- 1.3 Taylor formula in several variables
Related concepts
Main connections
Compatible notation
Mathematical sample in LaTeX
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f(x_{*}) \leq f(x) \leq f(x^{*}) \quad \forall x \in K