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Princeton University Press Optimization: A Theory of Necessary Conditions - Princeton Legacy

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Description

Optimization: A Theory of Necessary Conditions offers a rigorous mathematical framework for understanding extremal problems across topological vector spaces. This comprehensive treatment from Princeton University Press derives generalised Lagrange multiplier rules for optimisation problems featuring equality and inequality constraints. The book emphasises the critical interplay between the chosen underlying set and the differentiability-continuity balance that governs solution behaviour. Essential for mathematicians, engineers, and researchers working with constrained optimisation, this Princeton Legacy Library edition presents necessary conditions theory with the depth and precision required for advanced study. The text builds from foundational concepts through to sophisticated applications, making it suitable for both graduate-level courses and professional reference work in optimisation mathematics.

Key Features

Comprehensive treatment of necessary conditions for general optimisation problems in topological vector space settings.

Derives generalised Lagrange multiplier rules applicable to problems with equality and inequality constraints.

Published by Princeton University Press as part of the Princeton Legacy Library collection.

Addresses the critical balance between differentiability and continuity in extremal problem analysis.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
03 May 2016
Listed Since
10 February 2016

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