MATRICES: METHODS AND APPLICATIONS
Written by Stephen Barnett
Published by Oxford University Press
in 1990
ISBN: 0198596804
- Categorised in:
- MATHS
- SCIENCE AND TECHNOLOGY
- TEXT BOOK (UNIVERSITY)
- COMPUTING
MATRICES: METHODS AND APPLICATIONS
Written by Stephen Barnett.
Stock no. 1830316
1st.
1990.
Softcover.
Very good condition.
Oxford Applied Mathematics and Computing Science Series. A down-to-earth approach. The range of topics covered is large: from basic matrix algebra to advanced concepts such as generalized inverses and Hadamard matrices, and applications to error-correcting codes, control theory, and linear programming. Grey and black cardwraps. xvi and 450 pages including index. ISBN: 0198596804. Spine slightly cocked. Corners of covers lightly rubbed. Text block slightly grubby. Name & date in ink to top edge of front endpaper. Else contents clean.
Front cover
Contents
- Notation
- 1 How matrices arise
- 2 Basic algebra of matrices
- 3 Unique solution of linear equations
- 4 Determinant and inverse
- 5 Rank, non-unique solution of equations, and applications
- 6 Eigenvalues and eigenvectors
- 7 Quadratic and hermitian forms
- 8 Canonical forms
- 9 Matrix Functions
- 10 Generalized inverses
- 11 Polynomials, stability, and matrix equations
- 12 Polynomial and rational matrixes
- 13 Patterned matrices
- 14 Miscellaneous topics
- Bibliography
- Answers to problems
- Index