activity
20192026
most citedOn the irreducible characters of Suzuki p-groups

1 citations · 1 across the 7 of their papers we have counts for

collaborators

7 papers

math.CO2026

Nonexistence results and constructions for signed difference sets

Zhiwen He, Jiayan Wu

Signed difference sets (SDSs) extend ordinary difference sets by allowing negative coefficients. We establish new nonexistence criteria and existence constructions for SDSs in fini…

math.CO2023

New constructions of signed difference sets

Zhiwen He, Tingting Chen, Gennian Ge

Signed difference sets have interesting applications in communications and coding theory. A -difference set in a finite group of order is a subset of with…

math.CO2021

On central difference sets in Suzuki -groups of type

Wendi Di, Zhiwen He

In this paper, when the order of is even, we prove that there exists no central difference sets in and establish some non-existence results of central partial differ…

math.RT2021★ 1 cited

On the irreducible characters of Suzuki p-groups

Wendi Di, Tao Feng, Zhiwen He

In this paper, we completely determine the irreducible characters of the four families of Suzuki -groups.

cs.IT2020

Linear Codes Of 2-Designs As Subcodes Of The Extended Generalized Reed-Muller Codes

Zhiwen He, Jiejing Wen

This paper is concerned with the affine-invariant ternary codes which are defined by Hermitian functions. We compute the incidence matrices of 2-designs that are supported by the m…

math.CO2020

Two Kinds of Constructions of Directed Strongly Regular Graphs from Partial Sum Families and Semi-direct Products of Groups

Jingkun Zhou, Zhiwen He, Zhao Chai

In this paper, we construct directed strongly regular graphs with new parameters by using partial sum families with local rings. 16 families of new directed strongly regular graphs…

math.CO2019

Partial difference sets and amorphic Cayley schemes in non-abelian -groups

Tao Feng, Zhiwen He, Yu Qing Chen

In this paper, we consider regular automorphism groups of graphs in the RT family and the Davis-Xiang family and amorphic abelian Cayley schemes from these graphs. We derive gen…