Product
Help
Pricing
About
Jobs
Log in
Get started
Author
Add to collection
Kangquan Li
Observed names:
Kangquan LI,
Li, Kangquan
Institution:
National University of Defense Technology
Observed institutions:
Institut national de recherche en sciences et technologies du numérique,
National University of Defense Technology,
University of Bergen
ORCID:
0000-0002-6708-2309
Observed ORCID:
0000-0002-6708-2309
OpenAlex ID:
A5073722882
New classes of permutation binomials and permutation trinomials over finite fields
2016
·
Kangquan Li
, Longjiang Qu
, et al.
·
Finite Fields and Their Applications
·
108
PDF
New Results About the Boomerang Uniformity of Permutation Polynomials
2019
·
Kangquan Li
, Longjiang Qu
, et al.
·
IEEE Transactions on Information Theory
·
77
Permutation polynomials of the form cx + Tr q l / q ( x a ) $cx+\text {Tr}_{q^{l}/ q}(x^{a})$ and permutation trinomials over finite fields with even characteristic
2017
·
Kangquan Li
, Longjiang Qu
, et al.
·
Cryptography and Communications
·
53
New permutation trinomials constructed from fractional polynomials
2018
·
Kangquan Li
, Longjiang Qu
, et al.
·
Acta Arithmetica
·
45
PDF
Cryptographically strong permutations from the butterfly structure
2021
·
Kangquan Li
, Chunlei Li
, et al.
·
Designs Codes and Cryptography
·
34
PDF
On a conjecture about a class of permutation quadrinomials
2020
·
Kangquan Li
, Longjiang Qu
, et al.
·
Finite Fields and Their Applications
·
30
PDF
Binary Linear Codes With Few Weights From Two-to-One Functions
2021
·
Kangquan Li
, Chunlei Li
, et al.
·
IEEE Transactions on Information Theory
·
29
PDF
Compositional inverses of permutation polynomials of the form xrh(xs) over finite fields
2018
·
Kangquan Li
, Longjiang Qu
, et al.
·
Cryptography and Communications
·
28
Further Study of 2-to-1 Mappings Over F 2 n
2021
·
Kangquan Li
, Sihem Mesnager
, et al.
·
IEEE Transactions on Information Theory
·
27
New constructions of involutions over finite fields
2019
·
Tailin Niu
, Kangquan Li
, et al.
·
Cryptography and Communications
·
23
Differential and boomerang spectrums of some power permutations
2021
·
Sha Jiang
, Kangquan Li
, et al.
·
Cryptography and Communications
·
19
Finding Compositional Inverses of Permutations From the AGW Criterion
2021
·
Tailin Niu
, Kangquan Li
, et al.
·
IEEE Transactions on Information Theory
·
18
PDF
Autocorrelations of Vectorial Boolean Functions
2021
·
Anne Canteaut
, Lukas Kölsch
, et al.
·
Lecture notes in computer science
·
13
Two New Infinite Families of APN Functions in Trivariate Form
2023
·
Kangquan Li
, Nikolay Kaleyski
·
IEEE Transactions on Information Theory
·
12
Two New Families of Quadratic APN Functions
2022
·
Kangquan Li
, Yue Zhou
, et al.
·
IEEE Transactions on Information Theory
·
10
Further investigations on permutation based constructions of bent functions
2023
·
Kangquan Li
, Chunlei Li
, et al.
·
Journal of Combinatorial Theory Series A
·
8
Parametric Construction Approach of Balanced Boolean Functions from Two-to-one Mappings
2025
·
Longjiang Qu
, Qiancheng Zhang
, et al.
·
Journal of Cryptology
·
7
Generalized hamming weights of linear codes from cryptographic functions
2022
·
Kangquan Li
, Hao Chen
, et al.
·
Advances in Mathematics of Communications
·
7
New Constructions of Complete Permutations
2021
·
Bing Sun
, Kangquan Li
, et al.
·
IEEE Transactions on Information Theory
·
7
On the Differential-Linear Connectivity Table of Vectorial Boolean Functions
2019
·
Canteaut, Anne
, Kölsch, Lukas
, et al.
·
arXiv (Cornell University)
·
7
PDF
Characterizations and constructions of n-to-1 mappings over finite fields
2022
·
Tailin Niu
, Kangquan Li
, et al.
·
Finite Fields and Their Applications
·
6
PDF
More permutations and involutions for constructing bent functions
2021
·
Yubo Li
, Kangquan Li
, et al.
·
Cryptography and Communications
·
6
Balanced Boolean functions with few-valued Walsh spectra parameterized by $ P(x^2+x) $
2025
·
Qiancheng Zhang
, Kangquan Li
, et al.
·
Advances in Mathematics of Communications
·
5
PDF
New constructions of permutation polynomials of the form x + γ Tr q q 3 ( h ( x ) ) over finite fields with even characteristic
2025
·
Sha Jiang
, Kangquan Li
, et al.
·
Finite Fields and Their Applications
·
5
New constructions of permutation polynomials of the form x + γ Tr q q 2 ( h ( x ) ) over finite fields with even characteristic
2024
·
Sha Jiang
, Mu Yuan
, et al.
·
Finite Fields and Their Applications
·
5
Show more works
View as search
Works count:
67
Citation count:
645
H-index:
13
I10-index:
15
Year
Topic
Type