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Showing posts with label Second. Show all posts

Vectors And Tensors In Engineering And Physics: Second Edition

Great Price "Vectors And Tensors In Engineering And Physics: Second Edition" for $32.03 Today



It's a good-level book in tensors' algebra and calculus. Besides, physical examples help you better understand the mathematical concepts. On the other hand, I think it does not have enough applications about vector calculus (Frenet formulas, scalar potentials, Maxwell equations...).I would have also preffered it to contain more about general tensor theory: pseudotensors, curvilineal coordinates, and also about Riemann spaces. Despite this, it's an excellent book where you can see mathematics aplied to science; this is the important thing for physicist and engineers


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Vectors And Tensors In Engineering And Physics: Second Edition Overviews

Develops the calculus of tensor fields and uses this mathematics to model the physical world. The new edition includes expanded derivations and solutions, and new applications. Contains many illustrations and solved examples and problems. DLC: Calculus of tensors.


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Customer Review


Excellent introductory book on tensors - - Singapore
I've not come across another book that introduces tensors successfully to non-mathematics graduates. It would not be easy to appreciate and comprehend every part of the book as it covers a wide range of physics & engineering applications. (not many of us are experts in all fields) However, the book is an excellent platform to start learning about tensors, after which one can go on to read the classics on tensors. I'd recommend the book to any senior or graduate engineering student (physics and maths students might find the book "less challenging").




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Calculus Deconstructed: A Second Course in First-Year Calculus (Mathematical Association of America Textbooks)

Calculus Deconstructed: A Second Course in First-Year Calculus (Mathematical Association of America Textbooks) Review










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Overviews

Calculus Deconstructed is a thorough and mathematically rigorous exposition of single-variable calculus for readers with some previous exposure to calculus techniques but not to methods of proof. This book is appropriate for a beginning Honors Calculus course assuming high school calculus or a "bridge course" using basica analysis to motivate and illustrate mathematical rigor. It can serve as a combination textbook and reference book for individual self-study. Standard topics and techniques in single-variable calculus are presented in context of a coherent logical structure, building on familiar properties of real numbers and teaching methods of proof by example along the way. Numerous examples reinforce both practical and theoretical understanding, and extensive historical notes explore the arguments of the originators of the subject.

No previous experience with mathematical proof is assumed: rhetorical strategies and techniques of proof (reductio ad absurdum, induction, contrapositives, etc.) are introduced by example along the way. Between the text and exercises, proofs are available for all the basic results of calculus for functions of one real variable.

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