Eigenvalues, eigenvectors, diagonalization, the spectral theorem, Jordan canonical form, Cayley-Hamilton, matrix functions, and Perron-Frobenius theory.
| Chapter | Title |
|---|---|
| 59 | Eigenvalues |
| 60 | Eigenvectors |
| 61 | Characteristic Polynomial |
| 62 | Eigenspaces |
| 63 | Diagonalization |
| 64 | Spectral Theorem |
| 65 | Symmetric Matrices |
| 66 | Hermitian Operators |
| 67 | Normal Operators |
| 68 | Jordan Canonical Form |
| 69 | Minimal Polynomial |
| 70 | Cayley-Hamilton Theorem |
| 71 | Rational Canonical Form |
| 72 | Matrix Functions |
| 73 | Matrix Exponential |
| 74 | Perron-Frobenius Theory |
Chapter 59. Eigenvalues
Chapter 60. Eigenvectors
Chapter 61. Characteristic Polynomial
Chapter 62. Eigenspaces
Chapter 63. Diagonalization
Chapter 64. Spectral Theorem
Chapter 65. Symmetric Matrices
Chapter 66. Hermitian Operators
Chapter 67. Normal Operators
Chapter 68. Jordan Canonical Form
Chapter 69. Minimal Polynomial
Chapter 70. Cayley-Hamilton Theorem
Chapter 71. Rational Canonical Form
Chapter 72. Matrix Functions
Chapter 73. Matrix Exponential
Chapter 74. Perron-Frobenius Theory