activity
20172021
most citedHomotopy Mackey functors of equivariant algebraic -theory

1 citations · 1 across the 3 of their papers we have counts for

collaborators

6 papers

math.AT20211 cited

Homotopy Mackey functors of equivariant algebraic -theory

Thomas Brazelton

Given a finite group acting on a ring , Merling constructed an equivariant algebraic -theory -spectrum, and work of Malkiewich and Merling, as well as work of Barwick,…

math.RA2021

A note on twisted group rings and semilinearization

Thomas Brazelton

In this short note, we construct a right adjoint to the functor which associates to a ring equipped with a group action its twisted group ring. This right adjoint admits an int…

math.AG2020

An Introduction to -Enumerative Geometry

Thomas Brazelton

We provide an expository introduction to -enumerative geometry, which uses the machinery of -homotopy theory to enrich classical enumerative geometry qu…

math.AT2019

The trace of the local -degree

Thomas Brazelton, Robert Burklund, Stephen McKean +2

We prove that the local -degree of a polynomial function at an isolated zero with finite separable residue field is given by the trace of the local -deg…

math.AT2018

Constructing the Unstable Motivic Homotopy Category Using -Categories

Thomas Brazelton

This is an expository paper providing an overview of the unstable motivic homotopy category using the theory of -categories. In this paper, we examine two constructions…

math.NT2017

Zeros of Newform Eisenstein Series on

Thomas Brazelton, Victoria Jakicic

We examine the zeros of newform Eisenstein series of weight on , where and are primitive characters modulo and , respect…