activity
20212026
most citedA new chaotic image encryption algorithm based on transversals in a Latin square

24 citations · 42 across the 5 of their papers we have counts for

collaborators

5 papers

math.CO2026

Improved Bounds for Nested Orthogonal Arrays

Xiaodong Niu, Guangzhou Chen, Zihong Tian +1

Nested orthogonal arrays (NOAs) have found increasing application in various experimental design problems. A central challenge in this field is the derivation of lower bounds on th…

quant-ph2022★ 5 cited

Mutually unbiased maximally entangled bases from difference matrices

Yajuan Zang, Zihong Tian, Hui-Juan Zuo +1

Based on maximally entangled states, we explore the constructions of mutually unbiased bases in bipartite quantum systems. We present a new way to construct mutually unbiased bases…

math.CO2022

Generalized perfect difference families and their application to variable-weight geometric orthogonal codes

Xiaowei Su, Lidong Wang, Zihong Tian

Motivated by the application in geometric orthogonal codes (GOCs), Wang et al. introduced the concept of generalized perfect difference families (PDFs), and established the equival…

cs.CR2022★ 24 cited

A new chaotic image encryption algorithm based on transversals in a Latin square

Honglian Shen, Xiuling Shan, Zihong Tian

There are some good combinatorial structures suitable for image encryption. In this study, a new chaotic image encryption algorithm based on transversals in a Latin square is propo…

quant-ph2021★ 13 cited

Quantum combinatorial designs and -uniform states

Yajuan Zang, Paolo Facchi, Zihong Tian

Goyeneche et al.\ [Phys.\ Rev.\ A \textbf{97}, 062326 (2018)] introduced several classes of quantum combinatorial designs, namely quantum Latin squares, quantum Latin cubes, and th…