activity
20162022
most citedFurther study of -to- mappings over

3 citations · 13 across the 11 of their papers we have counts for

collaborators

15 papers

cs.IT2022

More infinite classes of APN-like Power Functions

Longjiang Qu, Kangquan Li

In the literature, there are many APN-like functions that generalize the APN properties or are similar to APN functions, e.g. locally-APN functions, 0-APN functions or those with b…

cs.IT20221 cited

Two new families of bivariate APN functions

Marco Calderini, Kangquan Li, Irene Villa

In this work, we present two new families of quadratic APN functions. The first one (F1) is constructed via biprojective polynomials. This family includes one of the two APN famili…

cs.IT20211 cited

Two new infinite classes of APN functions

Kangquan Li, Yue Zhou, Chunlei Li +1

In this paper, we present two new infinite classes of APN functions over $\gf_{2^{2m}}$ and $\gf_{2^{3m}}$, respectively. The first one is with bivariate form and obtained by addin…

cs.IT2020

On two conjectures about the intersection distribution

Yubo Li, Kangquan Li, Longjiang Qu

Recently, S. Li and A. Pott\cite{LP} proposed a new concept of intersection distribution concerning the interaction between the graph $\{(x,f(x))~|~x\in\F_{q}\}$ of and the lin…

cs.IT20202 cited

A complete characterization of the APN property of a class of quadrinomials

Kangquan Li, Chunlei Li, Tor Helleseth +1

In this paper, by the Hasse-Weil bound, we determine the necessary and sufficient condition on coefficients with such that $f(x) = {x}^{3\cd…

cs.IT2020

Binary linear codes with few weights from two-to-one functions

Kangquan Li, Chunlei Li, Tor Helleseth +1

In this paper, we apply two-to-one functions over in two generic constructions of binary linear codes. We consider two-to-one functions in two forms: (1) general…