8 citations · 11 across the 5 of their papers we have counts for
5 papers
Spectra of bi-incomplete Tambara functors
Scott Balchin, J. D. Quigley, Ben Spitz
Bi-incomplete Tambara functors are equivariant generalizations of commutative rings. The most common forms of bi-incomplete Tambara functors are coefficient systems of commutative…
The spectrum of the Burnside Tambara functor
Maxine Elena Calle, David Chan, David Mehrle +3
We compute the spectrum of prime ideals in the Burnside Tambara functor over an arbitrary finite group. Our proof uses recent advances in the commutative algebra of Tambara functor…
On the Tambara Affine Line
David Chan, David Mehrle, J. D. Quigley +2
Tambara functors are the analogue of commutative rings in equivariant algebra. Nakaoka defined ideals in Tambara functors, leading to the definition of the Nakaoka spectrum of prim…
Koszul Resolutions over Free Incomplete Tambara Functors for Cyclic -Groups
David Mehrle, J. D. Quigley, Michael Stahlhauer
In equivariant algebra, Mackey functors replace abelian groups and incomplete Tambara functors replace commutative rings. In this context, we prove that equivariant Hochschild homo…
Free incomplete Tambara functors are almost never flat
Michael A. Hill, David Mehrle, J. D. Quigley
Free algebras are always free as modules over the base ring in classical algebra. In equivariant algebra, free incomplete Tambara functors play the role of free algebras and Mackey…