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Theory of Duality in Mathematical Programming - M. Walk

Theory of Duality in Mathematical Programming

By: M. Walk

Hardcover Published: 10th April 1989
ISBN: 9783211820575
Number Of Pages: 177

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Courses on mathematical programming are now part of standard teaching programs of universities and institutes. The aim of this book is to introduce students of mathematics, economics, technology and other related subjects to the qualitative theory of mathematical programming in paired vector spaces. Prerequisite for the study of this book is only a basic knowledge of analysis, of elements of functional analysis and linear algebra. The application of elementary ideas of functional analysis is convenient for a more rigorous construction of proofs and for some generalizations of the finite dimensional theory on infinite dimensional Banach-spaces. An important feature of this book is the use of a principle of duality to formulate the theoretical basis of many different concrete programming problems. The main idea of the book is to present relations of duality and to construct a general theoretical basis for different special programming problems.

Contents: Convex sets and convex functions
Theory of duality
Dual problems of optimization
Literature
Notation Index
Subject Index
Table of Contents provided by Publisher. All Rights Reserved.

ISBN: 9783211820575
ISBN-10: 3211820574
Audience: Professional
Format: Hardcover
Language: English
Number Of Pages: 177
Published: 10th April 1989
Publisher: SPRINGER VERLAG GMBH
Country of Publication: AT
Dimensions (cm): 25.4 x 17.8  x 1.2
Weight (kg): 1.26