Marius Nielsen

collaborators

3 papers

math.RT2026

Hopfological algebra, revisited

Juan Omar Gómez, Gustavo Jasso, Marius Nielsen

We propose an $\infty$ -categorical approach to Khovanov--Qi's Hopfological algebra that, in particular, refines several foundational aspects of the theory by recasting the previous…

math.AT2026

The formal spectrum of a tensor-triangulated category

Drew Heard, Marius Nielsen

To any essentially small tensor-triangulated category $K$ and Thomason subset $Y \subseteq Spc (K)$ we associate a ringed space $(\mathrm{Spf}(\mathcal{…

math.AT2025

The presentable stable envelope of an exact category

Marius Nielsen, Christoph Winges

We prove an analogue of the Gabriel--Quillen embedding theorem for exact $\infty$ -categories, giving rise to a presentable version of Klemenc's stable envelope of an exact $\infty$ …