File Size: 1751 KB
Print Length: 170 pages
Publisher: CreateSpace (February 1, 2017)
Publication Date: February 1, 2017
I used this book for self research. I skimmed through Chapter 1, and centered on Chapters 2 through 7. Any time I went buying publication on this subject, I actually was buying " developed text" format. I find that format is a great way to be brought to mathematically concepts. This is how I learned Laplace Changes. This book is not a programmed text, but it does introduce concepts in a logical, step by step, way.
The only negative is that If only the author would provide solutions to the exercises (either in a different publication or online). For people people who self study, it would provide reenforcement., Good approachable introduction to the topic that is less caught up in terms. Easy to read. Advise., Amended review: This publication can provide the fascinated reader with a quick summary of vectors, tensors, interior products, tensor multiplication, and coordinate systems. It does require previous study of simple trigonometry and partial differential equations. It overlaps with subjects covered in the second year of calculus and linear algebra. Advanced high school students and school students enthusiastic about engineering and physics may find it is just a useful product and review book for their standard texts. There are many exercises that vary from easy to difficult. The writer has now submitted the solutions on the web. This now makes the book a wonderful reference for self learners. I actually would like to thank the author for taking the time in providing this solution set., in trying to simplify this issue, the author ends up explaining tensors as a mix of indices. I actually don't think the publication succeeded in explaining the subject in a simple way. Tensors are intended to represent multilinear kinds, and the best way to make a student see this is through motivation examples (in Physics, for example)., The really concise review for undergrad engineering and Physic disciplines, as pertaining to Vector and Tensor math concepts. In addition, it is a nice prep for understanding of the Tensor Math required for Einstein's theory of General Relativity., This publication is exactly what I have been looking for twenty five years.
If it concerns, I am an electrical industrial engineer and have taken several advanced graduate classes in mathematics., Good book - great service., Nice introduction
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