2 citations · 3 across the 5 of their papers we have counts for
6 papers · 1 filter
Multiplicatively cohomological Tambara functors
David Chan
We study a nice class of Tambara functors, called multiplicatively cohomological Tambara functors. The first result is a proof of a conjecture of Balchin, Quigley, and Spitz showin…
Radicals and Nilpotents in Equivariant Algebra
David Chan, Ben Spitz
Associated to each Tambara functor is its Nakaoka spectrum , analogous to the Zariski spectrum of a commutative ring. We establish that this topological space…
Realizing compatible pairs of transfer systems by combinatorial -operads
David Chan, Myungsin Cho, David Mehrle +4
We investigate how the notions of pairings of operads of May and compatible pairs of indexing systems of Blumberg--Hill relate via the correspondence between indexing systems and $…
-Mackey functors in Macaulay2
Thomas Brazelton, David Chan, Benjamin Mudrak +5
We introduce the CpMackeyFunctors package for Macaulay2, which allows for computations with Mackey functors over a cyclic group of prime order.
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…