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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 /
紀錄類型:
書目-語言資料,印刷品 : Monograph/item
正題名/作者:
Matrix calculus and Kronecker product :Willi-Hans Steeb, Yorick Hardy.
其他題名:
a practical approach to linear and multilinear algebra /
作者:
Steeb, W.-H.
其他作者:
Hardy, Yorick,
出版者:
Singapore ;World Scientific,c2011.
面頁冊數:
xiv, 308 p. ;24 cm.
標題:
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 /
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Matrix calculus and Kronecker product :
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a practical approach to linear and multilinear algebra /
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Includes bibliographical references (p. 301-304) and index.
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2.10.
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Kronecker Sum --
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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:
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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 --
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Hardy, Yorick,
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239382
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