@inproceedings{Jeffrey:2017:SNL,
author = {Jeffrey, David J.
and Murdoch, Nick},
editor = {Bl{\"o}mer, Johannes
and Kotsireas, Ilias S.
and Kutsia, Temur
and Simos, Dimitris E.},
title = {Stirling Numbers, Lambert W and the Gamma Function},
booktitle = {Mathematical Aspects of Computer and Information Sciences},
year = {2017},
publisher = {Springer International Publishing},
address = {Cham},
pages = {275–279},
abstract = {Stirling's asymptotic expansion for the Gamma function can be derived from an expansion of the Lambert W function about one of its branch points. Although the series expansions around this branch point have been known for some time, the coefficients in the series were only known as solutions of nonlinear recurrence relations. Here we show that the coefficients can be expressed using associated Stirling numbers.},
isbn = {978-3-319-72453-9},
zblno = {1500.33002}}