代数群
- 与 代数群 相关的网络解释 [注:此内容来源于网络,仅供参考]
-
absolutely semisimple algebra
绝对半单代数
absolutely prime ideal 绝对素理想 | absolutely semisimple algebra 绝对半单代数 | absolutely simple group 绝对单群
-
simple algebraic extension
简单代数扩张
set 集合 | Simple algebraic Extension 简单代数扩张 | Simple group单纯群
-
conjugate algebraic variety
共轭代数性曲体
共轭{注:}复数共轭;对偶;偶伴;群中的共轭元 conjugate | 共轭代数性曲体 conjugate algebraic variety | 共轭角 conjugate angle
-
classical Lie algebras
典型李代数
classical groups 典型群 | classical lie algebras 典型李代数 | classical mechanics 经典力学
-
classical real simple Lie algebras
典型实单李代数
典型群|classical group | 典型实单李代数|classical real simple Lie algebras | 典型相关分析|canonical correlation analysis
-
finitely generated algebra
有限生成代数
finitely generated abelian group 有限生成阿贝耳群 | finitely generated algebra 有限生成代数 | finitely generated extension field 有限生成扩张域
-
general Cayley algebra
一般凯莱代数
一般和对策|general sum game | 一般凯莱代数|general Cayley algebra | 一般射影线性群|projective general linear group
-
relative homological algebra
相对同调代数
relative homogeneity 相对均匀性 | relative homological algebra 相对同调代数 | relative homology group 相对同调群
-
invariant subalgebra
不变子代数
不变集 invariant set | 不变子代数 invariant subalgebra | 不变子群 invariant subgroup
-
semigroup of operators
算子半群
semigroup algebra 半群代数 | semigroup of operators 算子半群 | semihereditary ring 半遗传环
- 推荐网络解释
-
But there's no greater sin than to overcook a quail:最大的罪恶就是把鹌鹑煮得过熟
...barbecue them, and even braise them.|甚... | But there's no greater sin than to overcook a quail.|最大的罪恶就是把鹌鹑煮得过熟 | Perfectly cooked, it must have a touch of pink on the breast.|烹煮得刚...
-
stylistic features:文体特点
文体标记:stylistic marker | 文体特点:stylistic features | 体例:stylistic rules and layout
-
rogation:法律草案
roentgenotherapy X 光线治疗法 | rogation 法律草案 | rogatory 查询的