Abstract
Continue with Nonlinear Optimisation • Recap for unconstrained optimisation • Develop understanding of the theory of constrained optimisation – Understand optimality conditions for equality-constrained problems and how they are derived – Understand optimality conditions for inequality-constrained problems and how they are derived – Knowledge of the KKT conditions (necessary and sufficient) • Be able to explain key aspects of algorithms APO Lecture 2 -3 Unconstrained Optimisation n) (f x x x min APO Lecture 2 -4 • How do we locate a minimum?
Cite
CITATION STYLE
Conat, M. L. (1942). Objectives for Today. College & Research Libraries, 4(1), 3–4. https://doi.org/10.5860/crl_04_01_03
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