§25.21 Software
Contents
- §25.21(i) Introduction
- §25.21(ii) Zeta Functions for Real Arguments
- §25.21(iii) Zeta Functions for Complex Arguments
- §25.21(iv) Hurwitz Zeta Function
- §25.21(v) Dilogarithms, Polylogarithms
- §25.21(vi) Clausen’s Integral
- §25.21(vii) Fermi–Dirac and Bose–Einstein Integrals
- §25.21(viii) Lerch’s Transcendent
- §25.21(ix) Dirichlet
-series
§25.21(i) Introduction
In this section we provide links to the research literature describing the implementation of algorithms in software for the evaluation of functions described in this chapter. Citations in bulleted lists refer to papers for which research software has been made available and can be downloaded via the Web. References to research software that is available in other ways is listed separately.
A more complete list of available software for computing these functions is found in the Software Index.
§25.21(iii) Zeta Functions for Complex Arguments
-
Bañuelos and Depine (1980). Fortran.
See also Yeremin et al. (1988).
§25.21(iv) Hurwitz Zeta Function
No research software has been found for these functions. For other software see the Software Index.
§25.21(v) Dilogarithms, Polylogarithms
See also Kölbig (1968).
§25.21(vii) Fermi–Dirac and Bose–Einstein Integrals
§25.21(viii) Lerch’s Transcendent
-
Aksenov et al. (2003).
§25.21(ix) Dirichlet
-series
No research software has been found for these functions. For other software see the Software Index.

