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The topological period-index problem over 8-complexes, II
Proceedings of the American Mathematical Society ( IF 0.8 ) Pub Date : 2020-07-20 , DOI: 10.1090/proc/15112 Xing Gu
Proceedings of the American Mathematical Society ( IF 0.8 ) Pub Date : 2020-07-20 , DOI: 10.1090/proc/15112 Xing Gu
Abstract:We complete the study of the topological period-index problem over 
-dimensional connected finite CW complexes started in a preceding paper. More precisely, we determine the sharp upper bound of the index of a topological Brauer class 
, where 
is of the homotopy type of an 
-dimensional finite CW complex and the period of 
is divisible by 
.
中文翻译：
8络合物上的拓扑周期指数问题，II
摘要：我们完成了从上一篇文章开始的关于多维连通有限CW络合物的拓扑周期指数问题的研究。更确切地说，我们确定拓扑Brauer类的索引的尖锐上限，其中是一维有限CW复数的同伦类型，并且的周期可被整除。
更新日期：2020-08-20
-dimensional connected finite CW complexes started in a preceding paper. More precisely, we determine the sharp upper bound of the index of a topological Brauer class , where is of the homotopy type of an -dimensional finite CW complex and the period of is divisible by . 中文翻译：
8络合物上的拓扑周期指数问题，II
摘要：我们完成了
从上一篇文章开始的关于多维连通有限CW络合物的拓扑周期指数问题的研究。更确切地说，我们确定拓扑Brauer类的索引的尖锐上限，其中是一维有限CW复数的同伦类型，并且的周期可被整除。 
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