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20132026
most citedPower Functions over Finite Fields with Low -Differential Uniformity

15 citations · 19 across the 21 of their papers we have counts for

collaborators

21 papers

cs.IT2026

A class of locally differentially -uniform power functions with Niho exponents

Haode Yan, Kangquan Li

Niho exponents have found important applications in sequence design, coding theory, and cryptography. Determining the differential spectrum of a power function with Niho exponent i…

cs.IT2023

Codes and Pseudo-Geometric Designs from the Ternary -Sequences with Welch-type decimation

Can Xiang, Chunming Tang, Haode Yan +1

Pseudo-geometric designs are combinatorial designs which share the same parameters as a finite geometry design, but which are not isomorphic to that design. As far as we know, many…

cs.IT2023

On the parameters of extended primitive cyclic codes and the related designs

Haode Yan, Yanan Yin

Very recently, Heng et al. studied a family of extended primitive cyclic codes. It was shown that the supports of all codewords with any fixed nonzero Hamming weight of this code s…

cs.IT2022

Subfield Codes of Several Few-Weight Linear Codes Parametrized by Functions and Their Consequences

Li Xu, Cuiling Fan, Sihem Mesnager +2

Subfield codes of linear codes over finite fields have recently received much attention. Some of these codes are optimal and have applications in secrete sharing, authentication co…

cs.IT2022

Several classes of 0-APN power functions over

Tao Fu, Haode Yan

Recently, the investigation of Partially APN functions has attracted a lot of attention. In this paper, with the help of resultant elimination and MAGMA, we propose several new inf…

cs.IT2022

The -differential spectrum of in finite fields of odd characteristics

Constanza Riera, Pantelimon Stanica, Haode Yan

In the paper, we concentrate on the map on and using combinatorial and number theory techniques, we compute its detailed -diffe…