- 更多网络例句与自同构相关的网络例句 [注：此内容来源于网络，仅供参考]
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In chapter 1, we introduce the notions of the approximately 2-local automorphisms, the approximately local Hilbert space representations and the approximately 2- local Hilbert space representations;We prove that every surjective and multiplicative approximately local *-automorphisms of a C*- algebra with a unique faithful tracial state is *-automorphisms;surjective approximately 2- local *- automorphisms of C*-algebra with unique faithful tracial states are Jordan *- automorphisms;Surjective approximately 2- local *- automorphisms of a finit factor are *-automorphisms;Approximately 2- local *- automorphisms of M_n are *-automorphisms.
第一章定义了近似2—局部自同构，近似局部表示，近似2—局部表示；证明了有唯一忠实迹态的C~*-代数上的满可乘近似局部*—自同构是*—自同构，满近似2—局部*—自同构是Jordan *—自同构，有限因子上的满近似2—局部*—自同构是*—自同构，以及矩阵代数M_n上的近似2—局部*—自同构是*—自同构。
- 更多网络解释与自同构相关的网络解释 [注：此内容来源于网络，仅供参考]
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automorphism：自守, 自同构
automorphism of a ring | 环的自同构 | automorphism | 自守, 自同构 | automorphous | 自形的 整形的
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automorphic：自同构的;自守的;自形的
automorphic granulartexture 自形粒状结构 | automorphic 自同构的;自守的;自形的 | automorphism 自同构
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automorphism group：自同构群
自同构 automorphism | 自同构群 automorphism group | 自律系统;自治系统 autonomous system
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automorphism：自同构
Verhaar(1985) 认为象似性分为二类: 其一是语码与真实世界直接同构(isomorphic); 其二是语码不与真实世界直接同构, 而是与语言系统内部的某些方面具有同构性, 这种现象我们称为自同构(automorphism), 下面笔者就与空间概念有关的象似性问题作一论述,
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Auswahlaxiom axiom of choice：选择公理
Aussenwinkel exterior angle 外角 | Auswahlaxiom axiom of choice 选择公理 | Automorphismus automorphism 自同构
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axiom of regularity：正则公理
"自同构","automorphism" | "正则公理","axiom of regularity" | "中心","center"
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linearly ordered set：线性序集合
length 长 | linearly ordered set 线性序集合 | M- Automorphism M-自同构