activity
20062025
most citedSome classes of power functions with low c-differential uniformity over finite fields

4 citations · 4 across the 9 of their papers we have counts for

collaborators

9 papers

cs.IT2025

On many-to-one property of generalized cyclotomic mappings

Yanbin Zheng, Yang Zhang, Zhengbang Zha +2

The generalized cyclotomic mappings over finite fields are those mappings which induce monomial functions on all cosets of an index subgroup of the mu…

cs.IT2025

Large class of many-to-one mappings over quadratic extension of finite fields

Yanbin Zheng, Meiying Zhang, Yanjin Ding +2

Many-to-one mappings and permutation polynomials over finite fields have important applications in cryptography and coding theory. In this paper, we study the many-to-one property…

cs.IT2024

Several new classes of optimal ternary cyclic codes with two or three zeros

Gaofei Wu, Zhuohui You, Zhengbang Zha +1

Cyclic codes are a subclass of linear codes and have wide applications in data storage systems, communication systems and consumer electronics due to their efficient encoding and d…

cs.IT2022

New results of -APN power functions over

Yan-Ping Wang, Zhengbang Zha

Partially APN functions attract researchers' particular interest recently. It plays an important role in studying APN functions. In this paper, based on the multivariate method and…

cs.CR2021

Low differentially uniform permutations from Dobbertin APN function over

Yan-Ping Wang, WeiGuo Zhang, Zhengbang Zha

Block ciphers use S-boxes to create confusion in the cryptosystems. Such S-boxes are functions over . These functions should have low differential uniformity, h…

cs.IT2020★ 4 cited

Some classes of power functions with low c-differential uniformity over finite fields

Zhengbang Zha, Lei Hu

Functions with low c-differential uniformity have optimal resistance to some types of differential cryptanalysis. In this paper, we investigate the c-differential uniformity of pow…