A finite analogue of fine's function F(a,b;t)

Goel, Ritika

A finite analogue of fine's function F(a,b;t)

Source

arXiv

Date Issued

2022-07-01

Author(s)

Goel, Ritika

Abstract

We initiate a systematic development of FN(a,b;t), a finite analogue of Fine?s function F(a,b;t). Our results are transformations between FN(a,b;t) and FN(aq?,bqm;tqn), where?, mandntake the values 0 or 1.

URI

http://arxiv.org/abs/2207.00765

https://d8.irins.org/handle/IITG2025/20133

Subjects

Finite analogue

Q-series

Partition function

Partial fraction

Rogers-Fine identity