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Abstract: This paper studies the construction for quantum codes with parameters$n,K,d {p}$ by use of an \textit{n}-variable logic function with APCdistance $d-\ge 2$ over ${ m {\mathbb F}} {p} $, where $d$ is related to $d-$.We obtain $d\le d-$ and the maximal $K$ for all $d=d-k$, $0\le k\le d-2$. Wealso discuss the basic states and the equivalent conditions of saturatingquantum Singleton bound.



Autor: Shuqin Zhong, Zhi Ma, Yajie Xu, Xing Lv

Fuente: https://arxiv.org/



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