activity
20122026
most citedk-Marked Dyson Symbols and Congruences for Moments of Cranks

1 citations · 1 across the 4 of their papers we have counts for

collaborators

6 papers

math.CO2026

Modular Nahm sums for symmetrizable matrices of indices and

Julia Q. D. Du, Kathy Q. Ji, Erin Y. Y. Shen +1

In this paper, we present three families of modular Nahm sums for symmetrizable matrices with arbitrary rank of indices and . Speci…

math.CO2021

A crank for bipartitions with designated summands

R. X. J. Hao, E. Y. Y. Shen

Andrews, Lewis and Lovejoy introduced the partition function as the number of partitions of with designated summands. A bipartition of is an ordered pair of partiti…

math.CO2020

A rank of partitions with overline designated summands

Robert. X. J. Hao, Erin Y. Y. Shen, Wenston J. T. Zang

Andrews, Lewis and Lovejoy introduced the partition function as the number of partitions of with designated summands. In a recent work, Lin studied a partition function…

math.CO2013★ 1 cited

k-Marked Dyson Symbols and Congruences for Moments of Cranks

William Y. C. Chen, Kathy Q. Ji, Erin Y. Y. Shen

By introducing -marked Durfee symbols, Andrews found a combinatorial interpretation of -th symmetrized moment of ranks of partitions of . Recently, Garvan int…

math.CO2013

On the Positive Moments of Ranks of Partitions

William Y. C. Chen, Kathy Q. Ji, Erin Y. Y. Shen

By introducing -marked Durfee symbols, Andrews found a combinatorial interpretation of -th symmetrized moment of ranks of partitions of in terms of -m…

math.CO2012

On the Number of Partitions with Designated Summands

William Y. C. Chen, Kathy Q. Ji, Hai-Tao Jin +1

Andrews, Lewis and Lovejoy introduced the partition function PD(n) as the number of partitions of with designated summands, where we assume that among parts with equal size, ex…