activity
20152018
most citedSome Identities associated with mock theta functions and

1 citations · 1 across the 3 of their papers we have counts for

collaborators

5 papers

math.CO2018

Parity Considerations in Rogers-Ramanujan-Gordon Type Overpartitions

Doris D. M. Sang, Diane Y. H. Shi

In 2010, Andrews considers a variety of parity questions connected to classical partition identities of Euler, Rogers, Ramanujan and Gordon. As a large part in his paper, Andrews c…

math.NT20171 cited

Some Identities associated with mock theta functions and

George E Andrews, Ae Ja Yee

Recently, Andrews, Dixit and Yee defined two partition functions and that are related with Ramanujan's mock theta functions and , respectively. In th…

math.CO2017

Enumeration of artitions with prescribed successive rank parity blocks

Seunghyun Seo, Ae Ja Yee

Successive ranks of a partition, which were introduced by Atkin, are the difference of the th row and the th column in the Ferrers graph. Recently, in the study of singular o…

math.NT2016

Overpartitions related to the mock theta function

George E. Andrews, Atul Dixit, Daniel Schultz +1

It was recently shown that , where is one of the third order mock theta functions, is the generating function of , the number of partitions of a positive inte…

math.NT2015

Partitions associated with the Ramanujan/Watson mock theta functions and

George E. Andrews, Atul Dixit, Ae Ja Yee

The generating function of partitions with repeated (resp. distinct) parts such that each odd part is less than twice the smallest part is shown to be the third order mock theta fu…