12 citations · 12 across the 2 of their papers we have counts for
3 papers
math.AT2017
On the geometric fixed points of real topological Hochschild homology
Amalie Høgenhaven
We compute the component group of the derived -geometric fixed points of the real topological Hochschild homology of a ring with anti-involution, where denotes the Galois gr…
math.AT2017
Computational Tools for Topological CoHochschild Homology
Anna Marie Bohmann, Teena Gerhardt, Amalie Høgenhaven +2
In recent work, Hess and Shipley defined a theory of topological coHochschild homology (coTHH) for coalgebras. In this paper we develop computational tools to study this new theory…
math.AT2016★ 12 cited
Real topological cyclic homology of spherical group rings
Amalie Høgenhaven
We compute the -equivariant homotopy type of the real topological cyclic homology of spherical group rings with anti-involution induced by taking inverses in the group, where $G…