3 papers
math.AT2026
Real Hochschild homology as an equivariant Loday construction
Ayelet Lindenstrauss, Birgit Richter, Foling Zou
Equivariant Loday constructions are a means for providing geometric interpretations of equivariant homology theories. They are usually constructed for a simplicial -set and a $G…
math.AT2025
Reflexive homology and involutive Hochschild homology as equivariant Loday constructions
Ayelet Lindenstrauss, Birgit Richter
For associative rings with anti-involution several homology theories exists, for instance reflexive homology as studied by Graves and involutive Hochschild homology defined by Fern…
math.AT2025
Loday constructions of Tambara functors
Ayelet Lindenstrauss, Birgit Richter, Foling Zou
Building on work of Hill, Hoyer and Mazur we propose an equivariant version of a Loday construction for -Tambara functors where is an arbitrary finite group. For any finite…