Cuiling Fan

most citedInfinite families of

2

-designs from a class of cyclic codes with two non-zeros

3 citations · 4 across the 3 of their papers we have counts for

collaborators

3 papers

math.CO2019

Infinite families of $2$ -designs from a class of linear codes related to Dembowski-Ostrom functions

Rong Wang, Xiaoni Du, Cuiling Fan +1

Due to their important applications to coding theory, cryptography, communications and statistics, combinatorial $t$ -designs have been attracted lots of research interest for decad…

math.CO2019★ 1 cited

Infinite families of $2$ -designs from a class of non-binary Kasami cyclic codes

Rong Wang, Xiaoni Du, Cuiling Fan

Combinatorial $t$ -designs have been an important research subject for many years, as they have wide applications in coding theory, cryptography, communications and statistics. The…

math.CO2019★ 3 cited

Infinite families of $2$ -designs from a class of cyclic codes with two non-zeros

Xiaoni Du, Rong Wang, Cuiling Fan

Combinatorial $t$ -designs have wide applications in coding theory, cryptography, communications and statistics. It is well known that the supports of all codewords with a fixed wei…

Infinite families of 2-designs from a class of linear codes related to Dembowski-Ostrom functions

Infinite families of 2-designs from a class of non-binary Kasami cyclic codes

Infinite families of 2-designs from a class of cyclic codes with two non-zeros

Infinite families of $2$ -designs from a class of linear codes related to Dembowski-Ostrom functions

Infinite families of $2$ -designs from a class of non-binary Kasami cyclic codes

Infinite families of $2$ -designs from a class of cyclic codes with two non-zeros