3 citations · 5 across the 7 of their papers we have counts for
7 papers
Involutive Brauer groups and Poincaré rings
Viktor Burghardt, Noah Riggenbach, Lucy Yang
We use the formalism of Poincaré -categories, as developed by Calmès-Dotto-Harpaz-Hebestreit-Land-Moi-Nardin-Nikolaus-Steimle, to define and study moduli stacks of line b…
Cyclotomic synthetic spectra
Benjamin Antieau, Noah Riggenbach
We define an -category of -typical cyclotomic synthetic spectra and prove that the motivic filtration on , defined by Bha…
On the -theory of the -adic unit disk
Elden Elmanto, Noah Riggenbach
In this note, we study the -complete topological cyclic homology of the affine line relative to a ring which is smooth over a perfectoid ring . Denoting by $NTC(A; \mathb…
of quasiregular semiperfect rings is even
Micah Darrell, Noah Riggenbach
We show that for all and all quasiregular semiperfect.
-Theory of Truncated Polynomials
Noah Riggenbach
We study the algebraic -theory of rings of the form . We do this via trace methods and filtrations on topological Hochschild homology and related theories by quasisynt…
-Theory of Cuspidal Curves Over a Perfectoid Base And Formal Analogues
Noah Riggenbach
In this paper we continue the work of using the recent advances in algebraic -theory to extend computations done in characteristic to the mixed characteristic setting using…
On The Algebraic -Theory of Double Points
Noah Riggenbach
In this paper, we use trace methods to study the algebraic -theory of rings of the form . We compute the relative -adic groups for…