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representation in components相关的网络解释

查询词典 representation in components

与 representation in components 相关的网络解释 [注:此内容来源于网络,仅供参考]

topologically conjugate:拓扑共轭的

topologically complete space ==> 拓扑完备空间 | topologically conjugate ==> 拓扑共轭的 | topologically connected components ==> 拓扑连通分支

topologically corresponding:拓扑对应的

topologically connected components ==> 拓扑连通分支 | topologically corresponding ==> 拓扑对应的 | topologically defined homology ==> 拓扑同调

Transmitters:信号传送器

SoC for Vehicle Security 用保全用整合式晶片 238511 | Transmitters 信号传送器 238502 | Other Security System Components 其它保全系统元件 238599

Opitcal Transmitters:光发送模块

光发送二极管 Optical Transmitting LEDs | 光发送模块 Opitcal Transmitters | 光发送器件 Optical Transmitting Components

Pipe, tube and hose couplings, metal, breakaway, cable release:管材和软管连接器,金属制,断开式,开缆线的

3604339 Pipe components and fittings, met... | 3604340 Pipe, tube and hose couplings, metal, breakaway, cable release 管材和软管连接器,金属制,断开式,开缆线的 | 3604341 Pipe and tube couplings, metal, q...

absolutely integrable:绝对可积分

绝对入射[壳]包 absolutely injective hull | 绝对可积分 absolutely integrable | 绝对不可约表现 absolutely irreducible representation

absolutely irreducible character:绝对不可约特征

absolutely integrable 绝对可积的 | absolutely irreducible character 绝对不可约特征 | absolutely irreducible representation 绝对不可约表示

absolutely irreducible representation:绝对不可约表示

absolutely irreducible character 绝对不可约特征 | absolutely irreducible representation 绝对不可约表示 | absolutely irreducible variety 绝对不可约簇

absolutely irreducible representation:绝对不可约表现

绝对可积分 absolutely integrable | 绝对不可约表现 absolutely irreducible representation | 绝对单调的 absolutely monotonic

absolutely irreducible variety:绝对不可约簇

absolutely irreducible representation 绝对不可约表示 | absolutely irreducible variety 绝对不可约簇 | absolutely normal number 绝对范数

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allied:同盟

"达利表示道,"两个教派都希望能促进彼此间的关系,将彼此视作是同盟(allied)而非世仇(feud). 但是罗马天主教必须向希腊东正教保证东正教能维持其独立性,而非受到罗马教廷的管制. "本笃16世在停留土耳其的期间屡屡登上媒体头条,

granuliform:细粒状的

Granulichara 粒轮藻属 | granuliform 细粒状的 | granulite facies 麻粒岩相

FIDE:世界国际象棋联合会

在布里萨戈举行的比赛得到了另外一个国际象棋国际组织世界国际象棋联合会(FIDE)的承认. 而且这项比赛也被认为是朝着两大世界国际象棋组织结束11年对抗的第一步. 布萨戈举行的比赛组织者位国际象棋职业运动员协会.