activity
20052023
most citedCommutative ring objects in pro-categories and generalized Moore spectra

18 citations · 51 across the 22 of their papers we have counts for

collaborators

22 papers

math.AT2023

A continuous -adic action on the -local algebraic -theory of -adic complex -theory

Daniel G. Davis

Let be a prime, let be -complete complex -theory, and let denote the group of units in the -adic integers. The -adic Adams operations i…

math.AT2023

Several homotopy fixed point spectral sequences in telescopically localized algebraic -theory

Daniel G. Davis

Let , a prime, and any representative of the Bousfield class of the telescope of a finite type complex. Also, let be the Lubin-Tate sp…

math.AT2021

A computational reduction for many base cases in profinite telescopic algebraic -theory

Daniel G. Davis

For primes , -- the algebraic -theory spectrum of , Morava -theory , and Smith-Toda complex , Ausoni and Rognes conjectured (…

math.AT2020★ 1 cited

A construction of some objects in many base cases of an Ausoni-Rognes conjecture

Daniel G. Davis

Let be a prime, , the th Morava -theory spectrum, the extended Morava stabilizer group, and the algebraic -theory spectrum of a…

math.AT2019

A lift from group cohomology to spectra for trivial profinite actions

Daniel G. Davis

Let be a profinite group, a discrete -spectrum with trivial action, and the continuous homotopy fixed points. For any ("" for open),…

math.AT2016★ 2 cited

Complex orientations for THH of some perfectoid fields

Jack Morava

This sketch argues that work of Hesselholt on the topological Hochschild homology of $\Cp$ extends, using work of Scholze and others, to define complex orientations for a version o…