rotation matrices
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11—20 of 70 matching pages
11: 16.24 Physical Applications
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►The symbols, or Clebsch–Gordan coefficients, play an important role in the decomposition of reducible representations of the rotation group into irreducible representations.
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12: 35.5 Bessel Functions of Matrix Argument
13: 1.2 Elementary Algebra
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Multiplication of Matrices
… ►§1.2(vi) Square Matrices
… ►Special Forms of Square Matrices
… ►Norms of Square Matrices
… ►Non-Defective Square Matrices
…14: 29.18 Mathematical Applications
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§29.18(iv) Other Applications
… ►Patera and Winternitz (1973) finds bases for the rotation group.15: 4.29 Graphics
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►The conformal mapping is obtainable from Figure 4.15.7 by rotating both the -plane and the -plane through an angle , compare (4.28.8).
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16: 35.3 Multivariate Gamma and Beta Functions
17: Bille C. Carlson
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►In theoretical physics he is known for the “Carlson-Keller Orthogonalization”, published in 1957, Orthogonalization Procedures and the Localization of Wannier Functions, and the “Carlson-Keller Theorem”, published in 1961, Eigenvalues of Density Matrices.
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18: 21.1 Special Notation
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►Uppercase boldface letters are real or complex matrices.
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positive integers. | |
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set of all matrices with integer elements. | |
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