Y.-H. Chen

most citedSome Separable integer partition classes

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

collaborators

3 papers

math.CO2024

A bijection related to Bressoud's conjecture

Y. H. Chen, Thomas Y. He

Bressoud introduced the partition function $B (α_{1}, \dots, α_{λ}; η, k, r; n)$ , which counts the number of partitions with certain difference conditions. Bressoud posed a conjecture on the…

math.CO2023

An overpartition analogue of Bressoud conjecture for even moduli

Y. H. Chen, T. T. Gu, Thomas Y. He +2

In 1980, Bressoud conjectured a combinatorial identity $A_{j} = B_{j}$ for $j = 0$ or $1$ . In this paper, we introduce a new partition function $B_{0}$ which can be viewed as an o…

math.CO2023★ 1 cited

Some Separable integer partition classes

Y. H. Chen, Thomas Y. He, F. Tang +1

Recently, Andrews introduced separable integer partition classes and analyzed some well-known theorems. In this paper, we investigate partitions with parts separated by parity intr…