Ce Xu
Published 2018-01-29Version 1
In this paper we consider certain classes of generalized double Eisenstein series by simple differential calculations of trigonometric functions. In particular, we give four new transformation formula for some double Eisenstein series. We can find that these double Eisenstein series are reducible to infinite series involving hyperbolic functions. Moreover, some interesting new examples are given.
Proving some identities of Gosper on $q$-trigonometric functions
Some identities on r-central factorial numbers and r-central Bell polynomials
Some identities and properties on degenerate Stirling numbers
![QR code for arXiv:1801.10479 [math.NT]](http://oss.arxitics.com/images/favicon.svg)