On Powers of a Hypergeometric Function
Michael Milgram
Abstract
A new expansion for integral powers of the hypergeometric function corresponding to a special case of the incomplete beta function is summarized, and consequences, including two new sums involving digamma (psi) functions are presented.
Create a lesson
Related papers
An equivalence principle for martingales
Grigori A. Karagulyan, Linda A. Khachatryan, Khazhakanush V. Navoyan
Macroscopic return-time spectra and Hausdorff dimension transitions
Jinjun Li
Homogeneous Polynomial Carleson Operators Along the Paraboloid
Alina Zhu
Stein's generalized spherical maximal operator
Luz Roncal
Arithmetic product theorems on self-similar sets of uniqueness and homogeneous Moran sets
Yan-Song Fu, Xu-Guang Wang, Meng Zhu
Sampling Density for Multi-window STFT Phase Retrieval
Wenchang Sun, Mengxuan Zhou