64 citations · 258 across the 71 of their papers we have counts for
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Cyclic bent functions and their applications in codes, codebooks, designs, MUBs and sequences
Cunsheng Ding, Sihem Mesnager, Chunming Tang +1
Let be an even positive integer. A Boolean bent function on $\GF{m-1} \times \GF {}$ is called a \emph{cyclic bent function} if for any $a\neq b\in \GF {m-1}$ and $ε\in \GF…
Revealing evolutionary constraints on proteins through sequence analysis
Shou-Wen Wang, Anne-Florence Bitbol, Ned S. Wingreen
Statistical analysis of alignments of large numbers of protein sequences has revealed "sectors" of collectively coevolving amino acids in several protein families. Here, we show th…
Weight distribution of cyclic codes with arbitrary number of generalized Niho type zeroes with corrigendum
Maosheng Xiong, Nian Li, Zhengchun Zhou +1
Cyclic codes are an important class of linear codes, whose weight distribution have been extensively studied. Most previous results obtained so far were for cyclic codes with no mo…
The Subfield Codes of Hyperoval and Conic codes
Ziling Heng, Cunsheng Ding
Hyperovals in $\PG(2,\gf(q))$ with even are maximal arcs and an interesting research topic in finite geometries and combinatorics. Hyperovals in $\PG(2,\gf(q))$ are equivalent…
The Subfield Codes of Ovoid Codes
Cunsheng Ding, Ziling Heng
Ovoids in $\PG(3, \gf(q))$ have been an interesting topic in coding theory, combinatorics, and finite geometry for a long time. So far only two families of ovoids are known. The fi…
Minimal Linear Codes over Finite Fields
Ziling Heng, Cunsheng Ding, Zhengchun Zhou
As a special class of linear codes, minimal linear codes have important applications in secret sharing and secure two-party computation. Constructing minimal linear codes with new…