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Kronecker Products and Matrix Calculus: With Applications

Posted on 2010-03-16




Name:Kronecker Products and Matrix Calculus: With Applications
ASIN/ISBN:0853123918
Language:English
File size:1.2 Mb
Publisher: Ellis Horwood Ltd , Publisher
Publish Date: 1981
Pages: 130 pages
File Type: PDF
File Size: 1,2 MB
Other Info: ISBN: 0853123918, 0853124272, 0470273003
   Kronecker Products and Matrix Calculus: With Applications

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Alexander Graham, ""

Summary: Tensors For Marketing

Rating: 4

An excellent introduction to tensor and matrix calculus, the best thing about this book is that ot makes very clear at the outset what is being discussed rather than the slew of books that start tossing indices around without so much as even attempting to provide a sensible definition of what exactly a tensor is. The book concentrates mainly on matrices, and tensors that can be represented by matrices. This is an unusual approach, as usually, only the indicial notation is used. That can be helpful, but if you don't understand what the indices mean, it can just be confusing. Since everything os written out in matric form, it makes the tensors seem to have much more comprehensibility, escpecially for someone new to the subject. This book was indispensible to me in moving from basic to advanced mathematics. The one oddity here is that it was intended, as the author states, mainly for marketing students and not for engineers. This is odd, as I can hardly imaginine most business students pluggin away at vector calculus, and there are no real marketing specific problems, but it was not intended for physics students. All the same, no real attention is paid to theory and the problems posed are all readily understandable to those who have done with multivariable calculus and linear algebra. I wish that this little book were easier to find; it woulf be a great help to confused engineers everywhere.

Summary: Simple introduction to tensor calculus

Rating: 5

This simple and informative little book gives a detailed introduction to tensor and matrix calculus. A good introduction for anyone who's ever wondered about tensors.

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