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11—20 of 568 matching pages
11: 22.9 Cyclic Identities
12: 3 Numerical Methods
Chapter 3 Numerical Methods
…13: 4.43 Cubic Equations
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, , and , with , when .
, , and , with , when , , and .
, , and , with , when .
14: 34.14 Tables
§34.14 Tables
►Tables of exact values of the squares of the and symbols in which all parameters are are given in Rotenberg et al. (1959), together with a bibliography of earlier tables of , and symbols on pp. … ►Tables of and symbols in which all parameters are are given in Appel (1968) to 6D. …Other tabulations for symbols are listed on pp. … ►In Varshalovich et al. (1988) algebraic expressions for the Clebsch–Gordan coefficients with all parameters and numerical values for all parameters are given on pp. …15: 7.3 Graphics
16: 23.5 Special Lattices
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►Then and the parallelogram with vertices at , , , is a rectangle.
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►Also, and have opposite signs unless , in which event both are zero.
►As functions of , and are decreasing and is increasing.
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►The parallelogram , , , is a square, and
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►The parallelogram , , , , is a rhombus: see Figure 23.5.1.
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17: 34 3j, 6j, 9j Symbols
Chapter 34 Symbols
…18: 9.10 Integrals
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9.10.14
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►For further integrals, including the Airy transform, see §9.11(iv), Widder (1979), Prudnikov et al. (1990, §1.8.1), Prudnikov et al. (1992a, pp. 405–413), Prudnikov et al. (1992b, §4.3.25), Vallée and Soares (2010, Chapters 3, 4).