Linear Algebra
- Publisher
Mercury Learning and Information - Published
21st January 2019 - ISBN 9781683923763
- Language English
- Pages 172 pp.
- Size 7" x 9"
- Request Exam Copy
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- Publisher
Mercury Learning and Information - Published
3rd January 2019 - ISBN 9781683923770
- Language English
- Pages 172 pp.
- Size 7" x 9"
- Request E-Exam Copy
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- Publisher
Mercury Learning and Information - Published
3rd January 2019 - ISBN 9781683923787
- Language English
- Pages 172 pp.
- Size 7" x 9"
The aim of this book is two-fold: to introduce the fundamental concepts of linear algebra and to apply the theorems in computation-oriented applications. The book is suitable for a one semester course
in linear algebra that can be used in a variety of contexts. The presentation
of the material combines definitions and proofs with an emphasis on
computational applications, providing examples that illustrate the use of
software packages such as Mathematica®,
Maple®, and Sage.
Features:
- Introduces the fundamental concepts of linear algebra and applies the theorems in computation-oriented applications
- Presents a brief introduction of some aspects of abstract algebra that relate directly to linear algebra, such as groups, rings, modules, fields and polynomials over fields.
1: Vector
Spaces.
2: Linear Transformations.
3: Linear Operators.
4: Orthogonal Bases.
5:
Matrix Decomposition.
Index.
L. Shen
L. Shen is a professor of Mathematics at the University of the Chinese Academy of Science.
Haohao Wang
Haohao Wang is a professor of Mathematics at Southeast Missouri State University.
J. Wojdylo
J. Wojdylo is a professor of Mathematics at the Southeast Missouri State University.