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31—40 of 676 matching pages
31: 10.8 Power Series
32: 12.12 Integrals
33: 13.19 Asymptotic Expansions for Large Argument
34: 18.16 Zeros
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►except when .
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►Then as , with () and () fixed,
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►when .
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►In view of the reflection formula, given in Table 18.6.1, we may consider just the positive zeros , .
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►For an asymptotic expansion of as that applies uniformly for , see Olver (1959, §14(i)).
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35: 15.3 Graphics
36: 10.16 Relations to Other Functions
37: 4.6 Power Series
38: 12.8 Recurrence Relations and Derivatives
39: 18.31 Bernstein–Szegő Polynomials
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►The Bernstein–Szegő polynomials
, , are orthogonal on with respect to three types of weight function: , , .
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