homomorphy
「homomorphy」的意思
n. 同形性
n.(尤指生物体的)同形性
「homomorphy」的用法
homomorphy同态性 - 在数学和计算机科学中，同态性是指两个代数结构之间的映射关系，该映射关系保持了结构的某些性质。
「homomorphy」的例句
In group theory, a homomorphism is a structure-preserving map between two groups.
在群论中，同态是一个保持结构的群之间的映射。
Homomorphisms are fundamental in abstract algebra.
同态是抽象代数中的基本概念。
Understanding homomorphisms is crucial for grasping the concept of group theory.
理解同态对于掌握群论的概念至关重要。
Homomorphisms are used in various applications, including cryptography and coding theory.
同态在密码学和编码理论等应用中有所使用。
In computer science, homomorphisms are used in database theory to model data transformations.
在计算机科学中，同态用于数据库理论来建模数据变换。
Homomorphisms are a key concept in functional programming and category theory.
同态是函数式编程和范畴论中的关键概念。
Homomorphisms help in understanding the relationships between different mathematical structures.
同态有助于理解不同数学结构之间的关系。
In linear algebra, homomorphisms are known as linear transformations.
在线性代数中，同态被称为线性变换。
Homomorphisms play a significant role in the study of symmetry in mathematics.
同态在数学中对对称性的研究起着重要作用。
Homomorphisms are used to simplify complex problems by mapping them to simpler structures.
同态通过将复杂问题映射到更简单的结构来简化问题。