Linear Algebra for Physicists & Engineers by Arak Mathai
Book Contents :-
1. Vectors
2. Matrices
3. Determinants
4. Eigenvalues and eigenvectors
5. Some applications of matrices and determinants
6. Matrix series and additional properties of matrices
About this book :-
"Linear Algebra: A Course for Physicists and Engineers" by "Arak Mathai" is a practical textbook on "linear algebra" designed for students in physics and engineering. It explains core ideas such as "vectors", "matrices", and linear transformations in a clear and computational way. Unlike highly abstract texts, the book focuses on intuitive understanding and problem solving so learners can apply mathematics to scientific and engineering problems.
Key topics include matrix operations, determinants, and "eigenvalues", with applications in differential equations and physical modeling. The book demonstrates how linear algebra is used in real-world computations and scientific analysis. Examples and exercises help students strengthen their mathematical skills while understanding the connection between theory and "applications".
Overall, this textbook is ideal for students who need a strong foundation in linear algebra for technical fields. By balancing concepts with practical computation, it prepares learners for advanced studies and professional problem solving in science and engineering. It remains a valuable resource for understanding the mathematics behind modern technology and physics.
Book Detail :-
Title:
Linear Algebra for Physicists & Engineers by Arak Mathai
Publisher:
De Gruyter
Year:
2017
Pages:
520
Type:
PDF
Language:
English
ISBN-10 #:
3110562359
ISBN-13 #:
978-3110562354
License:
CC BY-NC-ND 4.0
Amazon:
Amazon
About Author :-
The author
Arak M. Mathai
is an Indian mathematician known for his work in "linear algebra", "applied statistics", "special functions", and "mathematical physics". Born in Kerala in 1935, he has taught at McGill University in Canada and founded the Centre for Mathematical Sciences in Kerala. He has written over 25 books and published more than 300 research papers. One of his books, Linear Algebra: A Course for Physicists and Engineers, co-authored with Hans J. Haubold, offers a clear and practical introduction to linear algebra. The book helps students and professionals understand "matrices", "vector spaces", and mathematical modeling in physics and engineering, making it a valuable resource for scientific learning and computation.
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