elliptic-function form
(0.004 seconds)
11—20 of 274 matching pages
11: 15.14 Integrals
…
►Integrals of the form
and more complicated forms are given in Apelblat (1983, pp. 370–387), Prudnikov et al. (1990, §§1.15 and 2.21), Gradshteyn and Ryzhik (2000, §7.5) and Koornwinder (2015).
…
12: 33.5 Limiting Forms for Small , Small , or Large
§33.5 Limiting Forms for Small , Small , or Large
►§33.5(i) Small
… ►§33.5(iii) Small
… ►§33.5(iv) Large
…13: 8.23 Statistical Applications
…
►Particular forms are the chi-square distribution functions; see Johnson et al. (1994, pp. 415–493).
…
14: 10.29 Recurrence Relations and Derivatives
…
►For results on modified quotients of the form
see Onoe (1955) and Onoe (1956).
►
§10.29(ii) Derivatives
…15: 10.30 Limiting Forms
16: 13.27 Mathematical Applications
…
►The elements of this group are of the form
…
17: 26.5 Lattice Paths: Catalan Numbers
…
►
§26.5(iv) Limiting Forms
…18: 27.22 Software
…
►
•
…
19: 18.32 OP’s with Respect to Freud Weights
…
►A Freud weight is a weight function of the form
…
►Generalized Freud weights have the form
…
►All of these forms appear in applications, see §18.39(iii) and Table 18.39.1, albeit sometimes with , where the term half-Freud weight is used; or on or , where the term Rys weight is employed, see Rys et al. (1983).
…