- 更多网络例句与阿贝尔群相关的网络例句 [注：此内容来源于网络，仅供参考]
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Because the group operation of an abelian group is
因为阿贝尔群的群运算是符合
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The ellipse rotating symmetric group is proposed,which is an Abelian group .
提出椭圆旋转对称群，它是一个单参数阿贝尔群。
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Let G be a finite abelian group with two elements generating set M .
G是一个有两个生成元的集合M上的一个有限阿贝尔群。
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In some finiteness conditions, we prove that there exists a natural Abelian group homomorphism from the Grothendieck group of R to the Grothendieck group of A.
在适当的有限性条件下，我们证明了一个从R的Grothendieck群到A的Orothendieck群的自然的阿贝尔群同态。
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The security~ of these cryptosystems is based on the dificulty in solving descrete logarithms with Abelian group .
本文讨论了一些公钥密码体制(ElGamal加密与解密算法、Diffie -Hellman密钥交换方案和Shamir协议)在阿贝尔群上的扩展，它们的安全性均建立在阿贝尔群上离散对数求解困难性的基础之
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Let G be a finite Abelian group ,an ideal in the grouping Zpr is called an Abelian code over Zpr.
设G为有限阿贝尔群，群环Zpr中的理想称为Zpr上的阿贝尔码。
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For anelliptic curve E over a number field K,the set of K-rational points of it forma group Evia a special kind of"addition".This group is a finitely gener-ated abelian group,and is named Mordell-Weil group of E/K.
数域K上的椭圆曲线E的K-有理点全体，通过特别的"加法"构成一个群E，这是一个有限生成的阿贝尔群，称为莫代尔-威伊（Mordell-Weil）群，其结构是椭圆曲线研究的中心课题。
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Defined a new combination rule for the vectors of a vector space, obtain a new special group, called Bai-Liang group,which is exchange group, i.e. Aber group.
定义了新的向量结合法的多维向量空间的所有向量，组成了一个特别的BAI-LIANG 群，是交换群，即阿贝尔群。
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Definded a new combination rule for the vectors of a vector space, obtain a new special group, called Bai-Liang group,which is exchange group, i.e. Aber group.
定义了新的向量结合法的多维向量空间的所有向量，组成了一个特别的BAI-LIANG 群，是交换群，即阿贝尔群。
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The cyclic group of order 3, above, and {1,-1} under ordinary multiplication, also above, are both examples of abelian groups, and inspection of the symmetry of their Cayley tables verifies this.
上述的 3 阶的循环群和{1，-1}在普通乘法下的群都是阿贝尔群，可以通过检查其凯莱表的对称性来验证。
- 更多网络解释与阿贝尔群相关的网络解释 [注：此内容来源于网络，仅供参考]
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Abel transform：阿贝尔变换
X位比特间插奇偶 Bit Interleaved Parity of depth X BIP-X | 阿贝尔变换 Abel transform | 阿贝尔群 Abelian group
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Abelian group：阿贝尔群
如果,这种 运算也符合交换率,那么就叫阿贝尔群 (Abelian Group). 如果有两种运算,一种叫加法 ,满足交换率和结合率,一种叫乘法,满足结合率,它们之间满足分配率,这种丰富一点 的结构叫做环(Ring),如果环上的乘法满足交换率,
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topological abelian group：拓扑阿贝尔群
拓扑[学]|topology | 拓扑阿贝尔群|topological Abelian group | 拓扑变换群|topological transformation group
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non abelian group：非阿贝尔群
non abelian gauge theory 非阿贝尔规范理论 | non abelian group 非阿贝尔群 | non adiabatic change 非绝热变化
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non abelian group：非阿贝尔群无忧雅思网
non abelian gauge theory 非阿贝尔规范理论无忧雅思网vH ]6\\([kQ G4fV1{@ | non abelian group 非阿贝尔群无忧雅思网4r;UP)w"To'D | non adiabatic change 非绝热变化无忧雅思网+ae,T7v3[8U+o'v-{X
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ordered Abelian group：有序阿贝尔群
有效域|effective domain | 有序阿贝尔群|ordered Abelian group | 有序单形|ordered simplex
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commutative group：可[交]换群Abel(阿贝尔)群
可换体 commutative field | 可[交]换群Abel(阿贝尔)群 commutative group | 可[交]换律 commutative law
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discrete Abelian group：离散阿贝尔群
离散[的]|discrete | 离散阿贝尔群|discrete Abelian group | 离散逼近|discrete approximation
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finitely generated abelian group：有限生成阿贝尔群
有限群的完全分解|complete resolution for finite groups | 有限生成阿贝尔群|finitely generated Abelian group | 有限生成模|finitely generated module
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elementary topological Abelian group：初等拓扑阿贝尔群
初等群|elementary group | 初等拓扑阿贝尔群|elementary topological Abelian group | 初等因子|elementary divisor