Degenerate Analogues of Euler Zeta, Digamma, and Polygamma Functions
发布时间:2020-05-07
点击次数:
- DOI码:
- 10.1155/2020/8614841
- 发表刊物:
- Mathematical Problems in Engineering
- 摘要:
- In recent years, much attention has been paid to the role of degenerate versions of special functions and polynomials in mathematical physics and engineering. In the present paper, we introduce a degenerate Euler zeta function, a degenerate digamma function, and a degenerate polygamma function. We present several properties, recurrence relations, infinite series, and integral representations for these functions. Furthermore, we establish identities involving hypergeometric functions in terms of degenerate digamma function.
- 合写作者:
- Fuli He, Ahmed Bakhet, Mohamed Akel, Mohamed Abdalla
- 论文类型:
- 期刊论文
- 论文编号:
- 8614841
- 卷号:
- 2020
- 期号:
- 8614841
- 页面范围:
- 1-9
- 是否译文:
- 否
- 发表时间:
- 2020-05-06
- 收录刊物:
- SCI


中南大学
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