Matrix calculus and kronecker product : a practical approach to linear and multilinear algebra / Willi-Hans Steeb, Yorick Hardy.
Record details
- ISBN: 9789814335317
- Physical Description: xiv, 308 p. ; 24 cm.
- Edition: 2nd ed.
- Publisher: Hackensack, NJ : World Scientific, c2011.
Content descriptions
| Bibliography, etc. Note: | Incluye bibliografía e índice. |
Search for related items by subject
| Subject: | Matrices (Matemáticas). Productos Kronecker. |
Available copies
- 1 of 1 copy available at IPICYT.
Holds
- 0 current holds with 1 total copy.
Show Only Available Copies
| Location | Call Number / Copy Notes | Barcode | Shelving Location | Status | Due Date |
|---|---|---|---|---|---|
| Biblioteca Ipicyt | QA184S7 M3 2011 | APL01127 | Coleccion General | Available | - |
| Machine generated contents note: -- 1. | ||
| Matrix Calculus -- -- 1.1. | ||
| Definitions and Notation -- -- 1.2. | ||
| Matrix Operations -- -- 1.3. | ||
| Linear Equations -- -- 1.4. | ||
| Trace and Determinant -- -- 1.5. | ||
| Eigenvalue Problem -- -- 1.6. | ||
| Cayley-Hamilton Theorem -- -- 1.7. | ||
| Projection Matrices -- -- 1.8. | ||
| Fourier and Hadamard Matrices -- -- 1.9. | ||
| Transformation of Matrices -- -- 1.10. | ||
| Permutation Matrices -- -- 1.11. | ||
| Matrix Decompositions -- -- 1.12. | ||
| Pseudo Inverse -- -- 1.13. | ||
| Vec Operator -- -- 1.14. | ||
| Vector and Matrix Norms -- -- 1.15. | ||
| Rank-k Approximations -- -- 1.16. | ||
| Sequences of Vectors and Matrices -- -- 1.17. | ||
| Gram-Schmidt Orthonormalization -- -- 1.18. | ||
| Groups -- -- 1.19. | ||
| Lie Algebras -- -- 1.20. | ||
| Commutators and Anti-Commutators -- -- 1.21. | ||
| Functions of Matrices -- -- 2. | ||
| Kronecker Product -- -- 2.1. | ||
| Definitions and Notations -- -- 2.2. | ||
| Basic Properties -- -- 2.3. | ||
| Matrix Multiplication -- -- 2.4. | ||
| Permutation Matrices -- -- 2.5. | ||
| Trace and Determinant -- -- 2.6. | ||
| Eigenvalue Problem -- -- 2.7. | ||
| Projection Matrices -- -- 2.8. | ||
| Fourier and Hadamard Matrices -- -- 2.9. | ||
| Direct Sum -- | ||
| 2.10. | ||
| Kronecker Sum -- -- 2.11. | ||
| Matrix Decompositions -- -- 2.12. | ||
| Vec Operator -- -- 2.13. | ||
| Groups -- -- 2.14. | ||
| Group Representation Theory -- -- 2.15. | ||
| Commutators and Anti-Commutators -- -- 2.16. | ||
| Inversion of Partitioned Matrices -- -- 2.17. | ||
| Nearest Kronecker Product -- -- 3. | ||
| Applications -- -- 3.1. | ||
| Spin Matrices -- -- 3.2. | ||
| Pauli Group, Clifford Groups and Bell Group -- -- 3.3. | ||
| Application in Quantum Theory -- -- 3.4. | ||
| Thermodynamics -- -- 3.5. | ||
| One Dimensional Ising Model -- -- 3.6. | ||
| Fermi Systems -- -- 3.7. | ||
| Dimer Problem -- -- 3.8. | ||
| Two Dimensional Ising Model -- -- 3.9. | ||
| One Dimensional Heisenberg Model -- -- 3.10. | ||
| Hopf Algebras -- -- 3.11. | ||
| Quantum Groups -- -- 3.12. | ||
| Lax Representation -- -- 3.13. | ||
| Signal Processing -- -- 3.14. | ||
| Clebsch-Gordan Series -- -- 3.15. | ||
| Braid-like Relations -- -- 3.16. | ||
| Fast Fourier Transform -- -- 3.17. | ||
| Image Compression -- -- 4. | ||
| Tensor Product -- -- 4.1. | ||
| Hilbert Spaces -- -- 4.2. | ||
| Hilbert Tensor Products of Hilbert Spaces -- -- 4.3. | ||
| Spin and Statistics for the n-Body Problem -- -- 4.4. | ||
| Exciton-Phonon Systems -- -- 4.5. | ||
| Interpretation of Quantum Mechanics -- -- 4.6. | ||
| Universal Enveloping Algebra -- -- 5. | ||
| Computer Algebra Implementations. |
