On Nielsen's generalized polylogarithms and their numerical calculation
- Cite this article as:
- Kölbig, K.S., Mignaco, J.A. & Remiddi, E. BIT (1970) 10: 38. doi:10.1007/BF01940890
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The generalized polylogarithms of Nielsen are studied, in particular their functional relations. New integral expressions are obtained, and relations for function values of particular arguments are given. An Algol procedure for calculating 10 functions of lowest order is presented. The numerical values of the Chebyshev coefficients used in this procedure are tabulated. A table of the real zeros of these functions is also given.