Vector Analysis, 2nd Edition

I used an earlier edition of this great text back in 1968 while an undergraduate in Physics. In those days, Vector Algebra and Analysis were left as 'catch-it-as-you-can-and-on-the-fly' in or in between a given math or physics course. And really, that attitude has not changed today: look at any undergrad physics book in elementary mechanics or electromagnetism, and you will see that in many cases, Vector material in an appendix. And when it is addressed in a textbook, e.g., those used in the first two semesters of a typical undergrad sequence in basic calculus-based physics, you wish the God it wasn't. They go on and on about the obvious, give problems that are easy to solve but which do not prepare the student for real-world or real-physics research problems. And if you don't get lost in the cute little pictures and elaborate drawings those books use to 'explain' the concepts, you still wind up with a cursory understanding of Vectors and their importance in Physics, Engineering, and Mathematics.Not so with this text. It gives sufficient theory, insightful examples, plenty of supplementary problems, and very helpful illustrations to drive the point being made home. Truly, a great book.So when I learned Vector Analysis from this text, I carried this book with me for reference and further learning and refreshing myself throughout grad and post grad school, and it never let me down. To this day, there are three old copies on my books shelves, and now I just added this latest second edition copy - just for old times sake. You won't go wrong with this book.

i have a couple of vector analysis/linear algebra books, but i needed to review some concepts for an electromagnetics course, and I needed to review those concepts FAST, this book is the best there is when you need fast info with several examples. Dont expect it to tell you what it does or how it works, or applications, it just tells you what it is and how to use it, period, no bull, no lengthy descriptions.I strongly recommend this book for anyone who wants to know or review vector concepts including vector differentiation, grad, curl, div, etc....

I read this book over a weekend in 1987, after my 2nd year university physics class started using vector calculus without any of us students having seen it before. Worked very well to get me up to speed. I bought the ebook edition just to get a quick review. Again, worked very well. However, this edition has numerous typos, which are easily spotted if you have already learnt this material, but could be frustrating if you are learning the material for the first time.nevertheless, I’d still recommend it for first-timers. Just imagine that now there are even more exercises for you to solve: spot the typos.

I had a 1950s edition of the outline and it was my crutch to get through differential geometry. It is still my go to guide whenever I need to freshen up on vector math. I bought this new edition for my brother and it has more examples and problems, but still the same core information.

Being an old student, I am glad I bought this Vector Analysis workbook because I am able to review vectors, triple integrals, and line integrals using vectors. This is an excellent workbook for any young student wishing to review their third-semester Calculus to prepare for either physics or engineering.

Great refresher on the subject - also includes a brief chapter on tensors. The section on tensors seems to be too brief, and the notation used by the author is a bit different than other references.

If you wanna be masters in any specific course that is listed in Schaum's Outline just by these books. Containing a lots of numerical and solved problems make this series best.

worked through this to review course i took in undergrad. i'm surprised that no other reviews seem to mention this (maybe I have an old version?) but this book has a lot of errors in the solutions and worked examples.it still works fine as review and problem bank because the material is basic enough you can easily spot them and work around them, but would be confusing if you were still learning

Es exacto lo que pedi

O conteúdo do livro é excelente. O livro é adequado para o leitor lecionar o assunto.

Este libro de Schaum sobre Cálculo Vectorial incluye una breve descripción teórica de todos los aspectos relativos a vectores, campos escalares y vectoriales, teoremas integrales e incluso coordenadas curvilíneas. También incluye un capítulo sobre tensores con un resumen completo. La teoría es muy breve pero completa e incluye ejemplos fáciles como aclaración. Lo mejor es el gran número de problemas completamente resueltos que trae, y que se suplementa con otros problemas de los que solo se indica la solución. Este libro es un complemento de otros más teóricos y exhaustivos, pero desde luego muy útil.

Confrontate i prezzi dell'edizione italiana, dai 200 Euro in su, con gli onesti 20 euro dell'edizione originale e capirete perchè si può essere soddisfatti.

Texte très clair, comme tous les volumes de la Schaum's