机译:具有互补对偶的代数几何代码超过了渐近的Gilbert-Varshamov界
Shanghai Key Laboratory of Intelligent Information Processing, School of Computer Science, Fudan University, Shanghai, China;
School of Physical and Mathematical Sciences, Nanyang Technological University, Singapore;
Liquid crystal displays; Geometry; Linear codes; Poles and towers; Chaotic communication; Mobile communication; Cost accounting;
机译:非二进制量子Goppa码超出量子Gilbert-Varshamov界
机译:超出吉尔伯特-瓦尔沙莫夫量子界的非二进制量子goppa码
机译:来自代数几何代码的量子代码的渐近界
机译:具有互补对偶的线性代码满足Gilbert-Varshamov界
机译:具有渐近许多有理位置的代数函数域和Gilbert-Varshamov界的改进。
机译:通过混合整数线性规划二进制单删除代码对二元删除码的巨大上限
机译:具有互补对偶的代数几何代码超过渐近 吉尔伯特 - 瓦尔萨莫夫开始了
机译:渐近对偶态的代数Hilbert场刻画及无穷远最优路径