查询词典 ring binder
- 与 ring binder 相关的网络解释 [注:此内容来源于网络,仅供参考]
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commutative group:交换群
群(Group)满足加法结合律、加法单位元、加法逆元,并保持加法封闭;交换群(Commutative group)就是一个满足加法交换律的群. 2. 环(Ring)是一个关于加法的交换群(阿贝尔群Abelian group)并且又满足乘法的封闭性、乘法结合律、乘法分配律. 本质上讲,
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commutative Lie group:交换李群
交换环|commutative ring | 交换李群|commutative Lie group | 交换律|commutative law
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commutative lie ring:交换李环
commutative law 交换律 | commutative lie ring 交换李环 | commutative ordinal numbers 交换序数
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commutative ring:交换环
特别是代数几何与代数数论(交换环)、泛函分析(交换赋范环、算子环与函数环)飞拓扑(拓扑空间上的连续函数环).域论、交换环理沦(见域(阮ld),交换环(commutative ring),亦见交换代数(commutative al罗bra)),
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commutative ring:可换环,交换环
可换环,交换环 commutative ring | 换向器,整流器 commutator | 换向器视察窗 commutator access opening
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commutative ring:可换环
commutative relations | 交换关系 | commutative ring | 可换环 | commutative semigroup | 交换半群
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Finite commutative ring:有限交环
互动关系:Commutative relation | 有限交环:Finite commutative ring | 交换半群:Commutative semigroups
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general commutative ring:一般交换环
general commerce 一般貿易 | general commutative ring 一般交换环 | general compact space 一般紧空间
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H. Matsumura, Commutative Ring Theory:較新的研究生交換代數標準教材
7、Jacobson, Basic Algebra Vol I & II:經典的代數學全面參考書... | 1、H. Matsumura, Commutative Ring Theory:較新的研究生交換代數標準教材; | 2、Oscar Zariski and Pierre Samuel, Commutative Algebra I & II:經...
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Commutative ring theory, by H. Matsumura:较新的研究生交换代数标准教材
7、Basic algebra Vol I&II by Jacobson:经典的代数学全面参考书... | 1、Commutative ring theory, by H. Matsumura:较新的研究生交换代数标准教材; | 2、Commutative Algebra I&II by Oscar Zariski , Pierre Samuel:经...
- 相关中文对照歌词
- Ring Ring
- Ring My Bell
- Ring-A-Ling
- Let Freedom Ring
- Ring Ding Dong
- Ring My Bells
- Ring Me
- My Doorbell
- Ring Ring
- Joke Your Mind
- 推荐网络解释
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How's everything:一切都好
How's everything? 一切都好? | What's up? 近况如何? | What's new? 有什么新鲜事?
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A little wind kindless, much puts out the fire:适可而止,过犹不及
63. A little spark kindless a great fire.星星之火,可以燎原.... | 64. A little wind kindless, much puts out the fire.适可而止,过犹不及. | 65. A living dog is better tan a dead lion.一条活狗胜过一头死狮...
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apparel system:服制
微灌:expert system | 服制:apparel system | 创新:management system