Continuous-trace algebras from the bundle theoretic point of view
Continuous-trace algebras from the bundle theoretic point of view
复制标题
从丛理论的角度看连续迹代数
DOI：
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发表时间：
1989
期刊：
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通讯作者：
Jonathan Rosenberg
中科院分区：
文献类型：
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作者：
Jonathan Rosenberg
本文利用空间上主丛的各种事实，统一地讨论了稳定可分连续迹代数的结构、自同构和K-理论的几个定理。从同样的观点出发，我们还给出了真实的连续迹代数的一个分类。
Abstract Using various facts about principal bundles over a space, we give a unified treatment of several theorems about the structure of stable separable continuous-trace algebras, their automorphisms, and their K-theory. We also present a classification of real continuous-trace algebras from the same point of view.