[引用][C] Asymptotic development of the Stirling numbers of the first kind
L Moser, M Wyman - Journal of the London Mathematical …, 1958 - Wiley Online Library
L Moser, M Wyman
Journal of the London Mathematical Society, 1958•Wiley Online Library… To obtain a complete discussion of the asymptotic development of Sn m, for large n, we
divide the range of m into three overlapping sub-ranges. In each sub-range we give a
complete asymptotic formula. Our results, however, may be summarized by giving only the
first term, in each case, of these formulae. …
divide the range of m into three overlapping sub-ranges. In each sub-range we give a
complete asymptotic formula. Our results, however, may be summarized by giving only the
first term, in each case, of these formulae. …
The Stirling numbers of the first kind Sn m are usually denned as the coefficients of the powers of x in (x) n where
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