Xuan Wang

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cs.IT2022

$Z_{p} Z_{p^{2}}$ -additive cyclic codes: kernel and rank

Xuan Wang, Minjia Shi

A code $C = Φ (C)$ is called $Z_{p} Z_{p^{2}}$ -linear if it's the Gray image of the $Z_{p} Z_{p^{2}}$ -additive code $C$ . In this pape…

cs.IT2022

Gray Images of Cyclic Codes over $Z_{p^{2}}$ and $\mathbb{Z}_p\mathbb{Z}_{p^2}

Minjia Shi, Xuan Wang

In the paper, we firstly study the algebraic structures of $Z_{p} Z_{p^{k}}$ -additive cyclic codes and give the generator polynomials and the minimal spanning set of…

Zp​Zp2​-additive cyclic codes: kernel and rank

Gray Images of Cyclic Codes over Zp2​ and $\mathbb{Z}_p\mathbb{Z}_{p^2}

$Z_{p} Z_{p^{2}}$ -additive cyclic codes: kernel and rank

Gray Images of Cyclic Codes over $Z_{p^{2}}$ and $\mathbb{Z}_p\mathbb{Z}_{p^2}