3 papers
math.AT2025
Characterizing model structures on finite posets
Kristen Mazur, Angélica M. Osorno, Constanze Roitzheim +3
Transfer systems on finite posets have recently been gaining traction as a key ingredient in equivariant homotopy theory. Additionally, they also naturally occur in the data of a m…
math.AT2025
On minimal bases in homotopical combinatorics
Katharine Adamyk, Scott Balchin, Miguel Barrero +3
We present a development in the computational suite for the study of operads for a finite group . This progress is achieved using the simple yet powerful observation…
math.AT2024
Uniquely compatible transfer systems for cyclic groups of order
Kristen Mazur, Angelica M. Osorno, Constanze Roitzheim +3
Bi-incomplete Tambara functors over a group can be understood in terms of compatible pairs of -transfer systems. In the case of , Hill, Meng and Li gave a nece…