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- 2011377671 contributor B12246764.
- 2011377671 contributor B12246765.
- 2011377671 created "c2011.".
- 2011377671 date "2011".
- 2011377671 date "c2011.".
- 2011377671 dateCopyrighted "c2011.".
- 2011377671 description "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.".
- 2011377671 description "Includes bibliographical references (p. 301-304) and index.".
- 2011377671 description "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 --".
- 2011377671 extent "xi, 308 p. ;".
- 2011377671 identifier "9789814335317".
- 2011377671 identifier "9814335312".
- 2011377671 issued "2011".
- 2011377671 issued "c2011.".
- 2011377671 language "eng".
- 2011377671 publisher "Singapore ; Hackensack, N.J. : World Scientific,".
- 2011377671 subject "530.1529434 22".
- 2011377671 subject "Kronecker products.".
- 2011377671 subject "Matrices.".
- 2011377671 subject "QA188 .S662 2011".
- 2011377671 tableOfContents "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.".
- 2011377671 tableOfContents "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 --".
- 2011377671 title "Matrix calculus and Kronecker product : a practical approach to linear and multilinear algebra / Willi-Hans Steeb, Yorick Hardy.".
- 2011377671 type "text".