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09/08/2023
Two classes of reducible cyclic codes with large minimum symbol-pair distances
The high-density data storage technology aims to design high-capacity st...
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12/07/2022
Generalized Hamming Weights of Linear Codes from Quadratic Forms over Finite Fields of Even Characteristic
The generalized Hamming weight of linear codes is a natural generalizati...
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06/01/2022
Strict Half-Singleton Bound, Strict Direct Upper Bound for Linear Insertion-Deletion Codes and Optimal Codes
Insertion-deletion codes (insdel codes for short) are used for correctin...
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09/17/2021
Rack-Aware MSR Codes with Multiple Erasure Tolerance
The minimum storage rack-aware regenerating (MSRR) code is a variation o...
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05/24/2021
Two-to-one mappings and involutions without fixed points over _2^n
In this paper, two-to-one mappings and involutions without any fixed poi...
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04/27/2021
Several classes of PcN power functions over finite fields
Recently, a new concept called multiplicative differential cryptanalysis...
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01/21/2021
Some punctured codes of several families of binary linear codes
Two general constructions of linear codes with functions over finite fie...
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12/11/2020
Subfield codes of linear codes from perfect nonlinear functions and their duals
Let 𝔽_p^m be a finite field with p^m elements, where p is an odd prime a...
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07/29/2020
New Constructions of Optimal Cyclic (r,δ) Locally Repairable Codes from Their Zeros
An (r, δ)-locally repairable code ((r, δ)-LRC for short) was introduced ...
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06/17/2020
Binary linear codes with few weights from Boolean functions
Boolean functions have very nice applications in cryptography and coding...
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11/10/2019
Several classes of two-weight and three-weight linear codes
Linear codes with few weights have been widely studied due to their appl...
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10/12/2019
Two classes of p-ary linear codes and their duals
Let F_p^m be the finite field of order p^m, where p is an odd prime and ...
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11/28/2018
Constructions of involutions over finite fields
An involution over finite fields is a permutation polynomial whose inver...
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05/28/2018