automorphism
「automorphism」的意思
n. [数] 自同构；自守
n.自守,自同构
「automorphism」的用法
automorphism自同构 - 数学、计算机科学
「automorphism」的例句
An automorphism is a mapping of a set to itself that preserves the structure of the set.
自同构是将一个集合映射到自身，同时保持集合结构的映射。
In graph theory, an automorphism is a permutation of the vertices of a graph that preserves adjacency.
在图论中，自同构是图顶点的排列，它保持相邻关系。
Automorphisms are important in group theory and can be used to study the symmetries of mathematical objects.
自同构在群论中很重要，可以用来研究数学对象的对称性。
The concept of automorphism is fundamental in understanding the structure and properties of algebraic systems.
自同构的概念对于理解代数系统的结构和性质至关重要。
In computer science, automorphisms are used in algorithms for solving graph problems.
在计算机科学中，自同构用于解决图问题的算法中。
An automorphism group is the set of all automorphisms of a given object, with composition as the operation.
自同构群是给定对象的所有自同构的集合，以组合作为运算。
Automorphisms are used in various areas such as geometry, algebra, and theoretical computer science.
自同构在几何、代数和理论计算机科学等各个领域都有应用。
The study of automorphisms helps in understanding the symmetries and invariants of mathematical structures.
研究自同构有助于理解数学结构的对称性和不变量。
Automorphisms are essential for analyzing the structure and behavior of complex systems in various fields.
自同构对于分析各种领域中复杂系统的结构和行为至关重要。