Danika Van Niel

collaborators

2 papers

math.AT2025

Characterizing Transfer Systems for Non-Abelian Groups

Sarah Klanderman, Chloe Lewis, Harlea Monson +2

For a finite group $G$ , the notion of a $G$ -transfer system provides homotopy theorists with a combinatorial way to study equivariant objects. In this paper, we focus on the proper…

math.AT2024

Uniquely compatible transfer systems for cyclic groups of order $p^{r} q^{s}$

Kristen Mazur, Angelica M. Osorno, Constanze Roitzheim +3

Bi-incomplete Tambara functors over a group $G$ can be understood in terms of compatible pairs of $G$ -transfer systems. In the case of $G = C_{p^{n}}$ , Hill, Meng and Li gave a nece…

Characterizing Transfer Systems for Non-Abelian Groups

Uniquely compatible transfer systems for cyclic groups of order prqs

Uniquely compatible transfer systems for cyclic groups of order $p^{r} q^{s}$