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Type of bind: Paperback
Dewey Decimal Number: 515.63
EAN num: 9780070334847
ISBN number: 0070334846
Label: McGraw-Hill
Manufacturer: McGraw-Hill
Quantity: 1
Page Count: 224
Printing Date: April 01, 1988
Publishing house: McGraw-Hill
Sale Popularity Level: 58565
Studio: McGraw-Hill
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Editor's Notes and Comments:
Product Description:
This lucid introduction for undergraduates and graduates proves fundamental for pactitioners of theoretical physics and certain areas of engineering, like aerodynamics and fluid mechanics, and exteremely valuable for mathematicians. This study guide teaches all the basics and efective problem-solving skills too.
User popularity level:
Rated by buyers 
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This is a very usefull book for those one who want to learn tensor calculus with a lot of applications of Relativity.
I enjoy it. An of course Amazon.com rules!!!!!
Rated by buyers -
Este libro te lleva de la mano, como cualquiera de la serie, para un mejor entendimiento del calculo tensorial, no lo recomendaría para se el texto principal de un curso, sino un apoyo para ejercitar y repasar, es bastante claro y de gran ayuda, ya que sus ejemplos y desarrollo son de utilidad para poder desarrollar habilidad en el manejo de la notaciòn tensorial. Puede ser de gran ayuda para un curso de metodos matemàticos de la fisica.
Rated by buyers 
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This text is good in principle. However, I find that it has several typographical errors which reduce its value as a tool for learners.
Rated by buyers -
If it is desired to get rid of much of the reluctance in tensor calculus and fight powerfully with Einstein index summation and relief the pains with Christoffel symbols and Riemann Curvature Tensor, essential for General Relativity understanding then, I think this book, with solved problems and many others for practicing, is a good guide to make General Relativity and Cosmology more pleasant. I am a self-learner of Cosmology and of these kind of mathematical topics, I used many books from the more theoretical to simpler ones and think that this and the Sokolnikoff's (Tensor Analysis and Its Applications) are a good couple of references to understand this branch of tools for Physics and making me more happy dominating the practice with these objects. Later on, in case of more interest in going deeply in the axiomatic bases of tensors (possibly by using Gravitation of Misner, Thorne and Wheeler), at least one can already have the calculus foundations to go on. I know many other wonderful books, but to me this is the one I found the best to condensate the most of all my doubts in the subject and.... go on.
Rated by buyers -
I have found it to be an excellent refernce for an otherwise difficult subject.
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