holomorphy
「holomorphy」的意思
n. 全形；正则
n.全形
「holomorphy」的用法
holomorphy全纯性 - 数学
「holomorphy」的例句
The concept of holomorphy is fundamental in complex analysis.
全纯性是复分析中的一个基本概念。
A function is said to be holomorphic if it is differentiable at every point in its domain.
如果一个函数在其定义域内的每一个点都可微，则称该函数为全纯的。
Holomorphic functions have many remarkable properties.
全纯函数有许多显著的性质。
The study of holomorphic functions is a major part of complex analysis.
全纯函数的研究是复分析的一个重要部分。
Holomorphic functions are often used in physics and engineering.
全纯函数在物理学和工程中经常被使用。
A function that is not holomorphic is said to be non-holomorphic.
如果一个函数不是全纯的，则称其为非全纯的。
Holomorphy plays a crucial role in the theory of complex functions.
全纯性在复函数理论中起着关键作用。
The behavior of holomorphic functions near singularities is an important topic.
全纯函数在奇点附近的性质是一个重要的主题。
Holomorphic functions are closely related to other areas of mathematics, such as algebraic geometry and number theory.
全纯函数与其他数学领域，如代数几何和数论，紧密相关。
The study of holomorphic functions has led to many important discoveries in mathematics and physics.
对全纯函数的研究导致了许多在数学和物理学中的重要发现。