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Mathematical Techniques

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Title: Mathematical Techniques
by D. W. Jordan, Peter Smith
ISBN: 0-19-924972-5
Publisher: Oxford University Press
Pub. Date: 15 July, 2002
Format: Paperback
Volumes: 1
List Price(USD): $45.00
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Average Customer Rating: 3.33 (3 reviews)

Customer Reviews

Rating: 4
Summary: Good text reference
Comment: If you need as few texts as possible that cover all the maths you need for engineering purposes, this book is a must buy. Adding Kreyzig's Advanced Engineering Mathematics and maybe a Statistics text to it and you should have no problems with 99% of the maths for the rest of your life (unless you want to do substantial computer program design, in which a discrete maths text may help).

A few problems though: a proper treatment on sequences and series is absent, l'Hopital's rule is not discussed either (both presumably because they are too pure maths for engineering, but some advanced engineering maths courses do use them), and there are some topics (like Simpson's rule) that are only discussed in problems sections but not in the main text.

Rating: 1
Summary: Very sloppy textbook
Comment: One big disappointment about the book is that, not only are few solutions to problems provided, there are a relatively large number of errors in the solutions which are presented. This is very frustrating to students trying to learn this material. Given that the text is in its second edition, this is really not understandable.

The book is surprisingly inexpensive, however. Perhaps it cost less to publish since proofreaders were not utilized.

Rating: 5
Summary: Remarkably Clear And Comprehensive Mathematics Primer
Comment: Whether your personal focus is upon mathematics, engineering, physics, or even computer science or the arts, this work provides a superb instructional foundation for applied mathematics.

Beginning with differentiation and integration, the text continues on its mathematical journey, taking the reader through complex numbers, linear algebra, differential equations, even LaPlace transforms and Fourier series. It then ends with overview chapters on such varied topics as graph theory, set theory, boolean algebra, probability and statistics. In addition there is a section devoted to using symbolic computing with applications such as Mathematica, which are essential to anyone interested in learning or using mathematics today.

The overall look of the book is exquisite. The typefaces, equations and graphs are a pleasure to the eye (even as they grow substantially in complexity). The prose discusses the subject matter with rigor, yet is easy to read and guides gradually and carefully.

Anyone wishing to review the fundamentals of mathematics or to further the education started through school will find this book to be a joy to go through. Solutions to many exercises are provided in an appendix.

The softcover edition is highly durable. Upon completion of every chapter the reader will have substantial expertise in or exposure to major branches and topics of mathematics. For this wealth of information to have so low a cost is remarkable.

Highest possible recommendation, with superlative marks in virtually all categories of review.

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