论文标题
拓扑编码的字符串和着色朝向非对称拓扑密码学
Strings And Colorings Of Topological Coding Towards Asymmetric Topology Cryptography
论文作者
论文摘要
对于反量词计算，我们将讨论基于数字的各种字符串，例如基于数字的超级弦，参数化字符串，基于集合的字符串，基于图的字符串，基于整数的细分，整数分区和整数构造的字符串，基于Hanzi的字符串，以及基于数字字符串的代数操作。此外，我们介绍了基于数字的字符串色，魔术构成色素以及矢量色和与字符串相关的固定色。对于立即加密整个网络的技术，我们提出了与基于数字的字符串，hanzi graphic lattices，String ofters，All-Tree-Graphic Lattices相关的图形晶格。我们研究了一些不对称拓扑密码学的主题，例如拓扑特征，钥匙对图，密钥对字符串，一次性接收算法和自我认证算法。此处介绍的拓扑技术和算法的一部分与NP完整问题或NP硬性问题密切相关。
We, for anti-quantum computing, will discuss various number-based strings, such as number-based super-strings, parameterized strings, set-based strings, graph-based strings, integer-partitioned and integer-decomposed strings, Hanzi-based strings, as well as algebraic operations based on number-based strings. Moreover, we introduce number-based string-colorings, magic-constraint colorings, and vector-colorings and set-colorings related with strings. For the technique of encrypting the entire network at once, we propose graphic lattices related with number-based strings, Hanzi-graphic lattices, string groups, all-tree-graphic lattices. We study some topics of asymmetric topology cryptography, such as topological signatures, Key-pair graphs, Key-pair strings, one-encryption one-time and self-certification algorithms. Part of topological techniques and algorithms introduced here are closely related with NP-complete problems or NP-hard problems.
