Calculating coefficients of new asymptotic series for the Gamma function

机译：计算Gamma函数的新渐近级数的系数

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摘要

This paper calculates the polynomial's coefficients of novel convergent asymptotic series for the Gamma function using the Stirling numbers of the first kind, and proves that polynomial's coefficients are always positive except the constant terms.

机译：本文利用第一类斯特林数来计算伽玛函数的新型收敛渐近级数的多项式系数，并证明除常数项外，多项式系数始终为正。

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《2011 International Conference on Multimedia Technology》|2011年|p.2030-2033|共4页
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Jianhua Wang; Qianqian Feng;
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正文语种
中图分类多媒体技术与多媒体计算机;
关键词
Asymptotic series; Gamma function; Stirling numbers of the first kind;

机译：渐近级数;伽马函数;第一类斯特林数;

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4. Calculating Coefficients of New Asymptotic Series for the Gamma Function [C] . Jianhua Wang, Qianqian Feng International Conference on Multimedia Technology . 2011

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8. Asymptotic Behavior of the Coefficients of Asymptotic Power Series and Its Relevance to Stokes Phenomena [R] . Immink, G. K. 1988

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Calculating coefficients of new asymptotic series for the Gamma function

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