2 citations · 4 across the 18 of their papers we have counts for
13 papers · 1 filter
New families of asymptotically optimal codebooks from vectorial dual-bent functions
Yadi Wei, Jiaxin Wang, Fang-Wei Fu +1
Codebooks with small maximum cross-correlation amplitudes play an important role in many applications, such as code division multiple access (CDMA) communication systems, multiple-…
Constructions and Characterizations of -Plateaued Partitions
Jiaxin Wang, Yadi Wei, Fang-Wei Fu +2
Bent partitions play a significant role in constructing bent functions and have rich connections with coding theory and combinatorics. In this paper, we introduce -plateaued par…
Designs, linear codes, plateaued functions, and their interconnections
Jong Yoon Hyun, Jieun Kwon, Jiaxin Wang +1
In this paper, we mainly investigate profound interconnections between combinatorial designs, linear codes, and Boolean functions.
Further results on bent partitions
Jiaxin Wang, Yadi Wei, Fang-Wei Fu
Bent partitions of play an important role in constructing (vectorial) bent functions, partial difference sets, and association schemes, where denotes an…
Self-orthogonal codes from plateaued functions and their applications in quantum codes and LCD codes
Yadi Wei, Jiaxin Wang, Fang-Wei Fu
Self-orthogonal codes have received great attention due to their important applications in quantum codes, LCD codes and lattices. Recently, several families of self-orthogonal code…
Self-Orthogonal Codes from Vectorial Dual-Bent Functions
Jiaxin Wang, Yadi Wei, Fang-Wei Fu +1
Self-orthogonal codes are a significant class of linear codes in coding theory and have attracted a lot of attention. In \cite{HLL2023Te,LH2023Se}, -ary self-orthogonal codes we…
Linear codes with few weights from non-weakly regular plateaued functions
Yadi Wei, Jiaxin Wang, Fang-Wei Fu
Linear codes with few weights have significant applications in secret sharing schemes, authentication codes, association schemes, and strongly regular graphs. There are a number of…
A Further Study of Vectorial Dual-Bent Functions
Jiaxin Wang, Fang-Wei Fu, Yadi Wei +1
Vectorial dual-bent functions have recently attracted some researchers' interest as they play a significant role in constructing partial difference sets, association schemes, bent…
Bent Partitions, Vectorial Dual-Bent Functions and Partial Difference Sets
Jiaxin Wang, Fang-Wei Fu, Yadi Wei
It is known that partial spreads is a class of bent partitions. In \cite{AM2022Be,MP2021Be}, two classes of bent partitions whose forms are similar to partial spreads were presente…
Constructions of linear codes with two or three weights from vectorial dual-bent functions
Jiaxin Wang, Zexia Shi, Yadi Wei +1
Linear codes with a few weights are an important class of codes in coding theory and have attracted a lot of attention. In this paper, we present several constructions of -ary l…
New results on vectorial dual-bent functions and partial difference sets
Jiaxin Wang, Fang-Wei Fu
Bent functions with certain additional properties play an important role in constructing partial difference sets, where denotes an -…
On the Dual of Generalized Bent Functions
Jiaxin Wang, Fang-Wei Fu
In this paper, we study the dual of generalized bent functions where is an -dimensional vector space over and …
Some New Constructions of Generalized Plateaued Functions
Jiaxin Wang, Fang-Wei Fu
Plateaued functions as an extension of bent functions play a significant role in cryptography, coding theory, sequences and combinatorics. In \cite{Mesnager9}, Mesnager \emph{et al…