N. Saikia

activity

20132023

most citedCounting Points on Dwork Hypersurfaces and

p

-adic Gamma Function

6 citations · 11 across the 11 of their papers we have counts for

collaborators

Showing 2014Show all

2 papers · 1 filter

math.NT2014

Summation identities and special values of hypergeometric series in the $p$ -adic setting

Rupam Barman, Neelam Saikia, Dermot McCarthy

We prove hypergeometric type summation identities for a function defined in terms of quotients of the $p$ -adic gamma function by counting points on certain families of hyperellipti…

math.NT2014

Certain Transformations for Hypergeometric series in $p$ -adic setting

Rupam Barman, Neelam Saikia

In \cite{mccarthy2}, McCarthy defined a function $_{n} G_{n} [\dots]$ using the Teichmüller character of finite fields and quotients of the $p$ -adic gamma function. This function ex…

Summation identities and special values of hypergeometric series in the p-adic setting

Certain Transformations for Hypergeometric series in p-adic setting

Summation identities and special values of hypergeometric series in the $p$ -adic setting

Certain Transformations for Hypergeometric series in $p$ -adic setting