遍历性定理英文解释翻译、遍历性定理的近义词、反义词、例句
英语翻译：
【计】 ergodic theorem
分词翻译：
遍历的英语翻译：
【计】 ergod; traversal; traversing
定理的英语翻译：
theorem
【化】 theorem
【医】 theorem
网络扩展解释
遍历性定理
遍历性定理（Brouwer's fixed-point theorem)，又称布劳威尔定理，是拓扑学中的一个重要定理，指出任何连续映射定义在凸紧致的欧几里得空间上，都至少有一个不动点。
英语解释
Brouwer's fixed-point theorem, also known as the Brouwer theorem, states that every continuous function mapping a compact convex set to itself has a fixed point.
英文读音
Br-ou-er's fix-ed point thee-o-rem（音标：['brauəz 'fikst pɔint 'θiərəm]）
英文的用法
Brouwer's fixed-point theorem is often applied in game theory, economics, and other fields to show the existence of equilibrium points in systems.
英文例句
According to Brouwer's fixed-point theorem, every continuous function from a closed ball to itself has a fixed point.（根据布劳威尔定理，每个从一个闭合球到它自己的连续函数都有一个不动点。）
英文近义词
Poincare-Hopf theorem（庞加莱-霍普夫定理）
英文反义词
No such theorem.
英文单词常用度
Brouwer's fixed-point theorem is a well-known and frequently cited theorem in mathematics.