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代数闭域

与 代数闭域 相关的网络解释 [注:此内容来源于网络,仅供参考]

quasi affine transformation

拟仿射映射

quasi affine mapping 拟仿射映射 | quasi affine transformation 拟仿射映射 | quasi algebraically closed field 拟代数闭域

algebraic closure of a field

域的代数闭包

algebraic closure 代数闭包 | algebraic closure of a field 域的代数闭包 | algebraic complement 代数余子式

algebraic transformation space

代数变换空间

代数闭域|algebraically closed field | 代数变换空间|algebraic transformation space | 代数不变式|algebraic invariant

algebraic

代数的, 关于代数学的

algebraic zero | 代数零点 | algebraic | 代数的, 关于代数学的 | algebraically closed field | 代数闭域

algebraically closed field

代数闭域

但是在不同的领域中,"完备"也有不同的含义,特别是在某些领域中,"完备化"的过程并不称为"完备化",另有其他的表述,请参考代数闭域(algebraically closed field)、紧化(compactification)或哥德尔不完备定理.

quasi algebraically closed field

拟代数闭域

quasi affine transformation 拟仿射映射 | quasi algebraically closed field 拟代数闭域 | quasi analytic class 拟解析类

algebraically dependent elements

代数相关元

algebraically closed field 代数闭域 | algebraically dependent elements 代数相关元 | algebraically equivalent 代数等价的

algebraically dependent elements

代数相关元(素)

algebraically closed field | 代数闭域 | algebraically dependent elements | 代数相关元(素) | algebraically dependent set | 代数相关集

compactification

紧化

但是在不同的领域中,"完备"也有不同的含义,特别是在某些领域中,"完备化"的过程并不称为"完备化",另有其他的表述,请参考代数闭域(algebraically closed field)、紧化(compactification)或哥德尔不完备定理.

quasi analytic class

拟解析类

quasi algebraically closed field 拟代数闭域 | quasi analytic class 拟解析类 | quasi analytic function 拟解析函数

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