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20152019
most citedOn Inverses of Permutation Polynomials of Small Degree over Finite Fields

24 citations · 64 across the 6 of their papers we have counts for

collaborators

6 papers

math.NT2019★ 4 cited

On inverses of some permutation polynomials over finite fields of characteristic three

Yanbin Zheng, Fu Wang, Libo Wang +1

By using the piecewise method, Lagrange interpolation formula and Lucas' theorem, we determine explicit expressions of the inverses of a class of reversed Dickson permutation polyn…

math.NT2018★ 1 cited

On inverse of permutation polynomials of small degree over finite fields, II

Yanbin Zheng, Yuyin Yu

We investigate the permutation property of polynomials of the form , and give the expressions of their inverses. In particular, explicit expressions of inverse…

math.CO2018★ 24 cited

On Inverses of Permutation Polynomials of Small Degree over Finite Fields

Yanbin Zheng, Qiang Wang, Wenhong Wei

Permutation polynomials (PPs) and their inverses have applications in cryptography, coding theory and combinatorial design theory. In this paper, we make a brief summary of the inv…

cs.IT2018★ 3 cited

A Note on Two Constructions of Zero-Difference Balanced Functions

Zongxiang Yi, Yuyin Yu, Chunming Tang +1

Notes on two constructions of zero-difference balanced (ZDB) functions are made in this letter. Then ZDB functions over are…

math.NT2015★ 12 cited

Piecewise constructions of inverses of cyclotomic mapping permutation polynomials

Yanbin Zheng, Yuyin Yu, Yuanping Zhang +1

Given a permutation polynomial of a large finite field, finding its inverse is usually a hard problem. Based on a piecewise interpolation formula, we construct the inverses of cycl…

math.NT2015★ 20 cited

Large classes of permutation polynomials over

Yanbin Zheng, Pingzhi Yuan, Dingyi Pei

Permutation polynomials (PPs) of the form over were presented by Li, Helleseth and Tang [Finite Fields Appl. 22 (2013) 1…