.08年篮球世界杯_『网址:687.vii』世界杯 高清 直播_b5p6v3_4ki0wk.hk
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21—30 of 127 matching pages
21: 1.15 Summability Methods
22: 11.10 Anger–Weber Functions
23: 13.2 Definitions and Basic Properties
24: 28.4 Fourier Series
25: 12.14 The Function
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§12.14(vii) Relations to Other Functions
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12.14.13
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12.14.14
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12.14.15
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►uniformly for , with , , , and as in §12.10(vii).
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26: 1.9 Calculus of a Complex Variable
27: 8.9 Continued Fractions
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8.9.2
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28: 33.13 Complex Variable and Parameters
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►The functions , , and may be extended to noninteger values of by generalizing , and supplementing (33.6.5) by a formula derived from (33.2.8) with expanded via (13.2.42).
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►The quantities , , and , given by (33.2.6), (33.2.10), and (33.4.1), respectively, must be defined consistently so that
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33.13.1
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33.13.2
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29: 34.3 Basic Properties: Symbol
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§34.3(vii) Relations to Legendre Polynomials and Spherical Harmonics
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34.3.19
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34.3.20
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34.3.21
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34.3.22
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