Few-weight codes over a non-chain ring associated with simplicial complexes and their distance optimal Gray image

New classes of binary few weight codes from trace codes over a chain ring

(2021) Xiaoxiao Li et al.   Journal of Applied Mathematics and Computing

Few-weight {\pmb \mathbb {Z_p\pmb \mathbb {Z_p[u]-additive codes from down-sets

(2021) Shukai Wang et al.   Journal of Applied Mathematics and Computing

Few-weight codes over Fp+uFp associated with down sets and their distance optimal Gray image

(2020) Yansheng Wu et al.   DISCRETE APPLIED MATHEMATICS

Optimal minimal linear codes from posets

(2020) Jong Yoon Hyun et al.   DESIGNS CODES AND CRYPTOGRAPHY

Two classes of optimal p-ary few-weight codes from down-sets

(2020) Minjia Shi et al.   DISCRETE APPLIED MATHEMATICS

A New Family of Optimal Binary Few-Weight Codes From Simplicial Complexes

(2020) Xiaoxiao Li et al.   IEEE COMMUNICATIONS LETTERS

Two or Few-Weight Trace Codes over ${\mathbb{F}_{q}}+u{\mathbb{F}_{q}}$

(2019) Hongwei Liu et al.   IEEE TRANSACTIONS ON INFORMATION THEORY

Optimal Few-Weight Codes From Simplicial Complexes

(2019) Yansheng Wu et al.   IEEE TRANSACTIONS ON INFORMATION THEORY

FEW-WEIGHT CODES FROM TRACE CODES OVER

(2018) MINJIA SHI et al.   BULLETIN OF THE AUSTRALIAN MATHEMATICAL SOCIETY

Two-weight and three-weight codes from trace codes over F p + u F p + v F p + u v F p

(2018) Yan Liu et al.   DISCRETE MATHEMATICS

Several new classes of linear codes with few weights

(2018) Hongwei Liu et al.   Cryptography and Communications-Discrete-Structures Boolean Functions and Sequences

Optimal Ternary Cubic Two-Weight Codes

(2018) Minjia Shi et al.   CHINESE JOURNAL OF ELECTRONICS

Optimal non-projective linear codes constructed from down-sets

(2018) Jong Yoon Hyun et al.   DISCRETE APPLIED MATHEMATICS

Two New Families of Two-Weight Codes

(2017) Minjia Shi et al.   IEEE TRANSACTIONS ON INFORMATION THEORY

Three-weight cyclic codes and their weight distributions

(2016) Cunsheng Ding et al.   DISCRETE MATHEMATICS

Optimal Two-Weight Codes From Trace Codes Over $\mathbb {F}_2+u\mathbb {F}_2$

(2016) Minjia Shi et al.   IEEE COMMUNICATIONS LETTERS

Two and three weight codes over F p + u F p $\mathbb {F}_{p}+u\mathbb {F}_{p}$

(2016) Minjia Shi et al.   Cryptography and Communications-Discrete-Structures Boolean Functions and Sequences

A Class of Binary Linear Codes With at Most Three Weights

(2015) Ziling Heng et al.   IEEE COMMUNICATIONS LETTERS

Linear Codes From Some 2-Designs

(2015) Cunsheng Ding   IEEE TRANSACTIONS ON INFORMATION THEORY

Weight distributions of cyclic codes with respect to pairwise coprime order elements

(2014) Chengju Li et al.   FINITE FIELDS AND THEIR APPLICATIONS