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Matrix analysis applied linear algebra
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Mục lục
Matrix Analysis & Applied Linear Algebra
Table of Contents
1.2 Gaussian Elimination & Matrices
Solutions for exercises
1.3 Gauss-Jordan Method
Solutions for exercises
1.4 Two-Point Boundary Value Problems
Solutions for exercises
1.5 Making Gaussian Elimination Work
Solutions for exercises
1.6 Ill-Conditioned Systems
Solutions for exercises
Chapter 2 Rectangular Systems and Echelon Forms
2.1 Row Echelon Form & Rank
Solutions for exercises
2.2 Reduced Row Echelon Form
Solutions for exercises
2.3 Consistency of Linear Systems
Solutions for exercises
2.4 Homogeneous Systems
Solutions for exercises
2.5 Nonhomogeneous Systems
Solutions for exercises
2.6 Electrical Circuits
Solutions for exercises
Chapter 3 Matrix Algebra
3.1 From Ancient China to Arthur Cayley
3.2 Addition & Transposition
Solutions for exercises
3.4 Why do it This Way
Solutions for exercises
3.5 Matrix Multiplication
Solutions for exercises
3.6 Properties of Matrix Multiplication
Solutions for exercises
3.7 Matrix Inversion
Solutions for exercises
3.8 Inverses of Sums & Sensitivity
Solutions for exercises
3.9 Elementary Matrices & Equivalence
Solutions for exercises
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