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20112026
most citedGeneralizing a partition theorem of Andrews

17 citations · 52 across the 27 of their papers we have counts for

collaborators

27 papers

math.CO2026

Signed Counting on Restricted Partitions and Combinatorial Proofs of Three Identities

Shishuo Fu, Chenwei Wang

Signed enumerations of l-regular partitions by the parity of the number of parts are known to correspond to partitions with congruence conditions. Inspired by the recent combinator…

math.NT2023★ 6 cited

Partitions with parts separated by parity: conjugation, congruences and the mock theta functions

Shishuo Fu, Dazhao Tang

Noting a curious link between Andrews' even-odd crank and the Stanley rank, we adopt a combinatorial approach building on the map of conjugation and continue the study of integer p…

math.CO2022

Burstein's permutation conjecture, Hong and Li's inversion sequence conjecture, and restricted Eulerian distributions

Shane Chern, Shishuo Fu, Zhicong Lin

Recently, Hong and Li launched a systematic study of length-four pattern avoidance in inversion sequences, and in particular, they conjectured that the number of -avoiding in…

math.CO2022

An involution on restricted Laguerre histories and its applications

Joanna N. Chen, Shishuo Fu

Laguerre histories (restricted or not) are certain weighted Motzkin paths with two types of level steps. They are, on one hand, in natural bijection with the set of permutations, a…

math.CO2022

Combinatorial proofs and refinements of three partition theorems of Andrews

Shishuo Fu

In his recent work, Andrews revisited two-color partitions with certain restrictions on the differences between consecutive parts, and he established three theorems linking these t…

math.CO2021

Rooted quasi-Stirling permutations of general multisets

Shishuo Fu, Yanlin Li

Given a general multiset , where appears times, a multipermutation of is called {\em quasi-Stirling}, if…