1 citations · 1 across the 10 of their papers we have counts for
11 papers
Computations in Equivariant Topological Hochschild Homology
David Chan, Marc Gotliboym, Inbar Klang +1
One of the most effective approaches to computations in algebraic -theory is trace methods, which compare algebraic -theory with topological Hochschild homology and topologic…
The -theory of finite Tambara fields: away from
Noah Wisdom
In previous work, the author and David Chan computed the algebraic -theory of the constant -Tambara field with value the field with two elements, using a method which fails…
The algebraic -theory of Green functors
David Chan, Noah Wisdom
In this paper we develop computational tools to study the higher algebraic -theory of Green functors. We construct a spectral sequence converging to the algebraic -t…
Affine étale group schemes over Tambara fields
Noah Wisdom
We classify finite étale extensions and finite affine étale group schemes over the -Tambara functor , for any algebraically closed field and…
The subgroup stratification of Nakaoka spectra
Noah Wisdom
We construct a stratification on the Nakaoka spectrum of any -Tambara functor indexed by the poset of subgroups of . When is Dedekind, we show that the th stratum of t…
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…
Algebraically Closed Fields in Equivariant Algebra
Jason Schuchardt, Ben Spitz, Noah Wisdom
Using the Burklund-Schlank-Yuan abstraction of ``algebraically closed" to ``Nullstellensatzian", we show that a -Tambara functor is Nullstellensatzian if and only if it is the c…
Clarification and Coinduction of Tambara Functors
Noah Wisdom
Tambara functors are equivariant analogues of rings arising in representation theory and equivariant homotopy theory. We introduce the notion of a clarified Tambara functor and sho…
Real Global Group Laws and Hu-Kriz Maps
Jack Carlisle, Noah Wisdom, Guoqi Yan
Recently, Hausmann defined global group laws and used them to prove that is the -equivariant Lazard ring, for a compact abelian Lie group. On the other hand, Hu and…
A classification of -Tambara fields
Noah Wisdom
Tambara functors arise in equivariant homotopy theory as the structure adherent to the homotopy groups of a coherently commutative equivariant ring spectrum. We show that if is…
Properties and Examples of -Landweber Exact Spectra
Noah Wisdom
It is classically known that Landweber exact homology theories (complex oriented theories which are completely determined by complex cobordism) admit no nontrivial phantom maps. He…