Introduction to Matrix Algebra

by Autar Kaw

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ISBN: 978-0-615-25126-4
Publisher: www.autarkaw.com
Rights Owner: Autar Kaw
Copyright: © 2008 Autar Kaw Standard Copyright License
Language: English
Country: United States
Edition: First Edition

Printed: 223 pages, 8.5" x 11", perfect binding, black and white interior ink

Description:

Since 2002, the Introduction to Matrix Algebra book has been downloaded by more than 30,000 users from 50 different countries. This book is an extended primer for undergraduate Matrix Algebra. The book is either to be used as a refresher material for students who have already taken a course in Matrix Algebra or used as a just-in-time tool if the burden of teaching Matrix Algebra has been placed on several courses. In my own department, the Linear Algebra course was taken out of the curriculum a decade ago. It is now taught just in time in courses like Statics, Programming Concepts, Vibrations, and Controls. There are ten chapters in the book 1) INTRODUCTION, 2) VECTORS, 3) BINARY MATRIX OPERATIONS, 4) UNARY MATRIX OPERATIONS, 5) SYSTEM OF EQUATIONS, 6) GAUSSIAN ELIMINATION, 7) LU DECOMPOSITION, 8) GAUSS-SEIDAL METHOD, 9) ADEQUACY OF SOLUTIONS, 10) EIGENVALUES AND EIGENVECTORS.


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Matrix Algebra [ No Rating ] 31 May 2008
I found this text on Matrix Algebra a good refresher on the subject. I took this course many years ago. I liked the format and examples provided. His explanation of the Gauss-Seideal Method was good. His method of not providing a complex math explanation was nice. The chapter on Eigenvalues and Eigenvectors was robust.

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