55 citations · 84 across the 8 of their papers we have counts for
8 papers
Balanced reconstruction codes for single edits
Rongsheng Wu, Xiande Zhang
Motivated by the sequence reconstruction problem initiated by Levenshtein, reconstruction codes were introduced by Cai \emph{et al}. to combat errors when a fixed number of noisy c…
On the structure of -generator quasi-polycyclic codes over finite chain rings
Rongsheng Wu, Minjia Shi, Patrick Solé
Quasi-polycyclic (QP for short) codes over a finite chain ring are a generalization of quasi-cyclic codes, and these codes can be viewed as an -submodule of $\mathcal{R}_…
On -ary shortened--perfect-like codes
Minjia Shi, Rongsheng Wu, Denis S. Krotov
We study codes with parameters of -ary shortened Hamming codes, i.e., . Firstly, we prove the fact mentioned in 1998 by Brouwer et al. that such…
On -additive codes and their duality
Minjia Shi, Rongsheng Wu, Denis S. Krotov
In this paper, two different Gray-like maps from , where is prime, to , , denoted by and , respectively, are presented. We…
Asymptotically Good Additive Cyclic Codes Exist
Minjia Shi, Rongsheng Wu, Patrick Sole
Long quasi-cyclic codes of any fixed index have been shown to be asymptotically good, depending on Artin primitive root conjecture in (A. Alahmadi, C. Güneri, H. Shoaib, P. So…
Two weight -codes, odd prime
MinJia Shi, Zahra Sepasdar, Rongsheng Wu +1
We show that regular homogeneous two-weight -codes where is odd and with dual Hamming distance at least four do not exist. The proof relies on…
New Classes of -ary Few Weights Codes
Minjia Shi, Rongsheng Wu, Liqin Qian +2
In this paper, several classes of three-weight codes and two-weight codes for the homogeneous metric over the chain ring $R=\mathbb{F}_p+u\mathbb{F}_p+\cdots +u^{k-1}\mathbb{F}_{p}…
New Classes of -ary Few Weights Codes
Minjia Shi, Rongsheng Wu, Liqin Qian +2
In this paper, several classes of three-weight codes and two-weight codes for the homogeneous metric over the chain ring $R=\mathbb{F}_p+u\mathbb{F}_p+\cdots +u^{k-1}\mathbb{F}_{p}…