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Introduction to Vector Analysis, by Harry F. Davis
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Focusing on vector analysis, this book aims to meet the professional needs of the engineer or scientist, and to give the mathematician an understanding of the three-dimensional versions of the theorems of higher geometry. Concepts are described geometrically and then examined analytically, allowing the reader to visualize a concept before it is formally defined.
- Sales Rank: #690073 in Books
- Brand: Brand: William C. Brown
- Published on: 1995-01-01
- Original language: English
- Number of items: 1
- Dimensions: .90" h x 7.20" w x 9.20" l, 1.95 pounds
- Binding: Hardcover
- 408 pages
- Used Book in Good Condition
Most helpful customer reviews
26 of 26 people found the following review helpful.
The older editions are better
By Edward H. Welbon
I have the third edition and the latest edition of this book. In my opinion, the later editions have been dumbed down considerably. In addition to developing the basics of vector analysis, the older editions included splendid discussions of curvilinear coordinates, tensor analysis and touched on differential forms (the wedge product being introduced). While the latest edition features appendices covering specific applications such as Maxwells and Navier-Stokes equations, the explanations are far too brief to be of much use. I suggest that interested parties attempt to get used older editions whose content were presumably under the control of Davis (not Snider) being much better written and probably less expensive. The older edition had few typos with very useful and entertaining problem sets. A better alternative book might be "Vectors and Tensors in Engineering and Physics" by Donald A. Danielson in paperback.
4 of 4 people found the following review helpful.
good introduction
By Michael Kumpf
I just finished a class on Vector Analysis that used this book. This book is good for those who are interested in vectors. The authors start off with the basics and then move quickly to the more difficult lessons. Basically this text treats the material the same as a calculus text does with a couple of exceptions. First, the book moves more quickly than a calculus text, so if you are shaky on the first part i would advise having a calculus book there with you. Second, this book shows the proofs in a more precise manner that the calculus text that I used (Stewart). You study the same equations and theories, but now you have harder exercises to do at the end of the chapter (with most of the answers in the back of the book). So I would recommend this book to those interested in vectors who are familiar with them. Otherwise you may want to look at a calculus book to get up to speed first.
4 of 6 people found the following review helpful.
Good for reference, not so good by itself
By Kathryn
This book was used in my vector calculus class at UCSD. I think if I was in one of my upper division engineering classes it would be great to use as a reference to help me figure out problems. However, as a math book alone, this was not too helpful. Many of the explanations lack clarity and are from a mathmatician's point of view (in other words, very difficult for lower division students who are not math majors to understand). Also, a lot of the problems are practically impossible. The only reason I did alright in this class was because I had a great teacher. I would recommend this book for people who are in science or engineering classes and need a superficial introduction to vector calculus, but NOT for math classes that go into deep analysis of vectors.
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