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Matrix calculus and Kronecker produc...

Hardy, Yorick, (1976-)

Matrix calculus and Kronecker product :a practical approach to linear and multilinear algebra /

Record Type:	Language materials, printed : Monograph/item
Title/Author:	Matrix calculus and Kronecker product :Willi-Hans Steeb, Yorick Hardy.
Reminder of title:	a practical approach to linear and multilinear algebra /
Author:	Steeb, W.-H.
other author:	Hardy, Yorick,
Published:	Singapore ;World Scientific,c2011.
Description:	xiv, 308 p. ;24 cm.
Subject:	Kronecker products.
ISBN:	9789814335317 :

Matrix calculus and Kronecker product :a practical approach to linear and multilinear algebra /
Steeb, W.-H.

Matrix calculus and Kronecker product :a practical approach to linear and multilinear algebra /Willi-Hans Steeb, Yorick Hardy. - 2nd ed. - Singapore ;World Scientific,c2011. - xiv, 308 p. ;24 cm.

Includes bibliographical references (p. 301-304) and index.

Kronecker Sum --2.10.

ISBN: 9789814335317 :NT$2446

LCCN: 2011377671Subjects--Topical Terms:

569134
Kronecker products.

LC Class. No.: QA188 / .S662 2011

Dewey Class. No.: 530.1529434

Matrix calculus and Kronecker product :a practical approach to linear and multilinear algebra /
LDR:02988cam a2200241 a 450 001 480652
005 20120806183918.0
008 160930s2011 si b 001 0 eng d
010 $a 2011377671
020 $a 9789814335317 : $c NT$2446
020 $a 9814335312
035 $a (OCoLC)ocn725093451
035 $a 16857665
040 $a SINLB $c SINLB $d NUI $d YDXCP $d BTCTA $d COO $d CDX $d UTO $d VRC $d DLC
042 $a lccopycat
050 0 0 $a QA188 $b .S662 2011
082 0 4 $a 530.1529434 $2 22
100 1 $a Steeb, W.-H. $3 234872
245 1 0 $a Matrix calculus and Kronecker product : $b a practical approach to linear and multilinear algebra / $c Willi-Hans Steeb, Yorick Hardy.
250 $a 2nd ed.
260 $a Singapore ; $a Hackensack, N.J. : $b World Scientific, $c c2011.
300 $a xiv, 308 p. ; $c 24 cm.
504 $a Includes bibliographical references (p. 301-304) and index.
505 0 0 $g 2.10. $t Kronecker Sum -- $g 2.11. $t Matrix Decompositions -- $g 2.12. $t Vec Operator -- $g 2.13. $t Groups -- $g 2.14. $t Group Representation Theory -- $g 2.15. $t Commutators and Anti-Commutators -- $g 2.16. $t Inversion of Partitioned Matrices -- $g 2.17. $t Nearest Kronecker Product -- $g 3. $t Applications -- $g 3.1. $t Spin Matrices -- $g 3.2. $t Pauli Group, Clifford Groups and Bell Group -- $g 3.3. $t Application in Quantum Theory -- $g 3.4. $t Thermodynamics -- $g 3.5. $t One Dimensional Ising Model -- $g 3.6. $t Fermi Systems -- $g 3.7. $t Dimer Problem -- $g 3.8. $t Two Dimensional Ising Model -- $g 3.9. $t One Dimensional Heisenberg Model -- $g 3.10. $t Hopf Algebras -- $g 3.11. $t Quantum Groups -- $g 3.12. $t Lax Representation -- $g 3.13. $t Signal Processing -- $g 3.14. $t Clebsch-Gordan Series -- $g 3.15. $t Braid-like Relations -- $g 3.16. $t Fast Fourier Transform -- $g 3.17. $t Image Compression -- $g 4. $t Tensor Product -- $g 4.1. $t Hilbert Spaces -- $g 4.2. $t Hilbert Tensor Products of Hilbert Spaces -- $g 4.3. $t Spin and Statistics for the n-Body Problem -- $g 4.4. $t Exciton-Phonon Systems -- $g 4.5. $t Interpretation of Quantum Mechanics -- $g 4.6. $t Universal Enveloping Algebra -- $g 5. $t Computer Algebra Implementations.
505 0 0 $g Machine generated contents note: $g 1. $t Matrix Calculus -- $g 1.1. $t Definitions and Notation -- $g 1.2. $t Matrix Operations -- $g 1.3. $t Linear Equations -- $g 1.4. $t Trace and Determinant -- $g 1.5. $t Eigenvalue Problem -- $g 1.6. $t Cayley-Hamilton Theorem -- $g 1.7. $t Projection Matrices -- $g 1.8. $t Fourier and Hadamard Matrices -- $g 1.9. $t Transformation of Matrices -- $g 1.10. $t Permutation Matrices -- $g 1.11. $t Matrix Decompositions -- $g 1.12. $t Pseudo Inverse -- $g 1.13. $t Vec Operator -- $g 1.14. $t Vector and Matrix Norms -- $g 1.15. $t Rank-k Approximations -- $g 1.16. $t Sequences of Vectors and Matrices -- $g 1.17. $t Gram-Schmidt Orthonormalization -- $g 1.18. $t Groups -- $g 1.19. $t Lie Algebras -- $g 1.20. $t Commutators and Anti-Commutators -- $g 1.21. $t Functions of Matrices -- $g 2. $t Kronecker Product -- $g 2.1. $t Definitions and Notations -- $g 2.2. $t Basic Properties -- $g 2.3. $t Matrix Multiplication -- $g 2.4. $t Permutation Matrices -- $g 2.5. $t Trace and Determinant -- $g 2.6. $t Eigenvalue Problem -- $g 2.7. $t Projection Matrices -- $g 2.8. $t Fourier and Hadamard Matrices -- $g 2.9. $t Direct Sum --
650 0 $a Kronecker products. $3 569134
650 0 $a Matrices. $3 181876
700 1 $a Hardy, Yorick, $d 1976- $3 239382