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