Introduction to non-linear optimization
- Title
- Introduction to non-linear optimization / L.E. Scales.
- Published by
- New York : Springer-Verlag, [1985], ©1985.
- Author
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Displaying 1 item
| Status | Format | Access | Call number | Item location |
|---|---|---|---|---|
| Status | FormatText | AccessRequest in advance | Call numberQA402.5 .S33 1985 | Item locationOff-site |
Details
- Description
- xi, 243 pages : illustrations; 24 cm
- Summary
- In this textbook the author concentrates on presenting the main core of methods in non-linear optimization that have evolved over the past two decades. It is intended primarily for actual or potential practising optimizer who need to know how different methods work, how to select methods for the job in hand and how to use the chosen method. While the level of mathematical rigour is not very high, the book necessarily contains a considerable amount of mathematical argument and pre-supposes a knowledge such as would be attained by someone reaching the end of the second year of an undergraduate course in physical science, engineering or computational mathematics. The main emphasis is on linear algebra, and more advanced topics are discussed briefly where relevant in the text. The book will appeal to a range of students and research workers working on optimization problems in such fields as applied mathematics, computer science, engineering, business studies, economics and operations research.
- Subject
- Contents
- Fundamentals of unconstrained optimization -- Univariate minimization -- Multivariate minimization -- Non-linear least squares -- Fundamentals of constrained optimization -- Linearly constrained minimization -- Non-linearly constrained minimization.
- Owning institution
- Columbia University Libraries
- Bibliography (note)
- Includes bibliographical references (p. 232-239) and index.
- Additional formats (note)
- Also issued online.