Comparing cyclotomic structures on different models for topological Hochschild homology
Comparing cyclotomic structures on different models for topological Hochschild homology
复制标题
比较拓扑 Hochschild 同调的不同模型上的分圆结构
作者：
Emanuele Dotto;Cary Malkiewich;Irakli Patchkoria;S. Sagave;Calvin Woo
正交环谱A的拓扑Hochschild同调THH（A）可以通过计算A上的循环棒构造或将Bökstedt的THH原始定义应用于A来定义。本文构造了THH（A）的分圆谱的稳定等价链，比较了这两种模型。这意味着由THH（A）的这些变体所得到的拓扑循环同调的两个版本是等价的。
The topological Hochschild homology THH(A) of an orthogonal ring spectrum A can be defined by evaluating the cyclic bar construction on A or by applying Bökstedt's original definition of THH to A . In this paper, we construct a chain of stable equivalences of cyclotomic spectra comparing these two models for THH(A) . This implies that the two versions of topological cyclic homology resulting from these variants of THH(A) are equivalent.
通过范数的拓扑循环同调
影响因子：
0.9
作者：
Angeltveit, Vigleik;Blumberg, Andrew J.;Gerhardt, Teena;Hill, Michael A.;Lawson, Tyler;Mandell, Michael A.
通讯作者：
Mandell, Michael A.