论文标题
$ 2 $ $ 2 $的多核数字的卷积身份
Convolution identities of poly-Cauchy numbers with level $2$
论文作者
论文摘要
带有$ 2 $的多核数字由正弦双曲线函数定义，并具有正弦双曲线功能的逆关系。在本文中，我们展示了多个卷积的多功能数字的卷积身份，其中$ 2 $。特别是，$ 2 $的三个Poly-Cauchy数字中的数字可以表示为简单的形式。在续集中，我们介绍了第一个级别$ 2 $的第一类数字
Poly-Cauchy numbers with level $2$ are defined by inverse sine hyperbolic functions with the inverse relation from sine hyperbolic functions. In this paper, we show several convolution identities of poly-Cauchy numbers with level $2$. In particular, that of three poly-Cauchy numbers with level $2$ can be expressed as a simple form. In the sequel, we introduce the Stirling numbers of the first kind with level $2$
