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21: 22.16 Related Functions
Special Values
22: 11.10 Anger–Weber Functions
§11.10(vii) Special Values
23: 4.23 Inverse Trigonometric Functions
§4.23(vii) Special Values and Interrelations
24: 22.8 Addition Theorems
§22.8(iii) Special Relations Between Arguments
25: Bibliography
  • K. Aomoto (1987) Special value of the hypergeometric function F 2 3 and connection formulae among asymptotic expansions. J. Indian Math. Soc. (N.S.) 51, pp. 161–221.
  • 26: 32.8 Rational Solutions
    P II P VI  possess hierarchies of rational solutions for special values of the parameters which are generated from “seed solutions” using the Bäcklund transformations and often can be expressed in the form of determinants. …
    27: 32.2 Differential Equations
    However, for special values of the parameters, equations P II P VI  have special solutions in terms of elementary functions, or special functions defined elsewhere in the DLMF. …
    28: 14.30 Spherical and Spheroidal Harmonics
    Special Values
    29: 32.11 Asymptotic Approximations for Real Variables
    There are two special values of k , k 1 and k 2 , with the properties 0.45142 8 < k 1 < 0.45142 7 , 1.85185 3 < k 2 < 1.85185 5 , and such that: …
    30: 17.6 ϕ 1 2 Function
    §17.6(i) Special Values