域的扩张

absolute class field

绝对类域

给出的定义后来被改称为绝对类域(absolute class field).高木证明了:代数数域k的任何阿贝尔扩张K均可表示成k上的类域.此定理通常被称为是类域论的基本定理或主定理.1920年9月25日高木贞治在法国斯特拉斯堡举行的世界数学家大会(9月22日�

algebraic extension

代数扩域(代数扩张)

"代数元素","algebraic element" | "代数扩域(代数扩张)","algebraic extension" | "对应的通用映射","corresponding universal map"

algebraic extension of a field

域的代数扩张

algebraic equivalence | 代数等价 | algebraic extension of a field | 域的代数扩张 | algebraic family | 代数族

extension module

扩张模

extension 扩张 | extension module 扩张模 | extension of a field 域的扩张

extension of a field

域的扩张

extension module 扩张模 | extension of a field 域的扩张 | extension of the residue field 剩余域的扩张

extension of the residue field

剩余域的扩张

extension of a field 域的扩张 | extension of the residue field 剩余域的扩张 | extension principle of propositional logic 命题逻辑的外延性原理

extension principle of propositional logic

命题逻辑的外延性原理

extension of the residue field 剩余域的扩张 | extension principle of propositional logic 命题逻辑的外延性原理 | extension theorem 扩张定理

finite dimensional extension field

有限维扩张域

finite dimensional 有限维的 | finite dimensional extension field 有限维扩张域 | finite dimensional operator 有限维算子

overfield

扩张域

overdetermined system of partial differential equations 偏微分方程的超定组 | overfield 扩张域 | overflow 溢出

corresponding universal map

对应的通用映射

"代数扩域(代数扩张)","algebraic extension" | "对应的通用映射","corresponding universal map" | "定义域","domain"

The Shop Around the Corner：街角商店

上错天堂投错胎Heaven Can Wait (1943) | 街角商店The Shop Around the Corner (1940) | 妮诺奇嘉Ninotchka (1939)

neigher nor gate：既非又不闸

"邻区最佳控制","neighboring optimal control" | "既非又不闸","neigher nor gate" | "内利亚克编译程式","NELIAC; naval electronics laboratory international algebraic complier"