1 citations · 1 across the 3 of their papers we have counts for
3 papers
math.NT2020★ 1 cited
A Single-Variable Proof of the Omega SPT Congruence Family Over Powers of 5
Nicolas Allen Smoot
In 2018 Liuquan Wang and Yifan Yang proved the existence of an infinite family of congruences for the smallest parts function corresponding to the third order mock theta function $…
math.NT2020
A Partition Function Connected with the Göllnitz--Gordon Identities
Nicolas Allen Smoot
We use the celebrated circle method of Hardy and Ramanujan to develop convergent formulae for counting a restricted class of partitions that arise from the Göllnitz--Gordon identit…
math.NT2020
A Family of Congruences for Rogers--Ramanujan Subpartitions
Nicolas Allen Smoot
In 2015 Choi, Kim, and Lovejoy studied a weighted partition function, , which counted subpartitions with a structure related to the Rogers--Ramanujan identities. They conje…