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3 of 4 people found the following review helpful:
5.0 out of 5 stars must have book!
I really liked this book. The book stresses the fundamentals really well and explains ths evolution of current methods in an organized manner. The section on Lagrange multipliers and why they are needed is extremely useful in the understanding of method of feasible directions. All the concepts regarding search directions, contraints and gradient related issues are...
Published on July 7, 2005 by Ashvin Mahajan

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3.0 out of 5 stars somewhat less than optimal book on optimization
In all fairness, this is a pretty good book. It certainly presents many, many means of approaching design optimization. If you have a good background in linear algebra, you probably won't have the same reservations that I have, as much of the material will be old hat to you. The appendix has a large review of linear algebra that is vague and incomplete. If you have a...
Published on March 30, 2006 by rockintommy


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3 of 4 people found the following review helpful:
5.0 out of 5 stars must have book!, July 7, 2005
This review is from: Introduction to Optimum Design (Hardcover)
I really liked this book. The book stresses the fundamentals really well and explains ths evolution of current methods in an organized manner. The section on Lagrange multipliers and why they are needed is extremely useful in the understanding of method of feasible directions. All the concepts regarding search directions, contraints and gradient related issues are explained. Students will like the field of optimization once they read and study this book! There are lots of examples that help in understanding the concepts. I use the book all the time.
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5.0 out of 5 stars Good Book, Plenty of Examples, October 30, 2011
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This review is from: Introduction to Optimum Design (Hardcover)
This book is written in a way that is understandable. It is very long, but that is mostly because it is packed with examples and problems to work through. The back of the book has selected answers as well (for about 1/5 of the problems maybe?). It is a good tool.
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5.0 out of 5 stars Clear, October 22, 2009
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This review is from: Introduction to Optimum Design (Hardcover)
Wonderfully clear. Explains conventions of problem set-up that others take for granted. Explains important features of theorems while remaining light on proofs. Full of examples, many of workaday nature. Gives short, useful, almost algorithmic approaches to problem solving. Since my prof likes to present mostly proofs in class, this book completes the picture with a more practical approach. I feel lucky to have found it.
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3.0 out of 5 stars somewhat less than optimal book on optimization, March 30, 2006
This review is from: Introduction to Optimum Design (Hardcover)
In all fairness, this is a pretty good book. It certainly presents many, many means of approaching design optimization. If you have a good background in linear algebra, you probably won't have the same reservations that I have, as much of the material will be old hat to you. The appendix has a large review of linear algebra that is vague and incomplete. If you have a background in linear algebra or have access to a good introductory book on the subject, this shouldn't cause too much concern. The actual examples of employing optimization techniques in design problems are often too simple, to the point of verging on the trivial. This is a common fault of many, many modern engineering books in my experience.
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Introduction to Optimum Design
Introduction to Optimum Design by Jasbir S. Arora (Hardcover - May 19, 2004)
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