Markus Land

collaborators

2 papers

math.AT2025

Towards the classification of DGAs with polynomial homology

Haldun ÃzgÃ¼r BayÄ±ndÄ±r, Markus Land

We study the classification of $Z$ -DGAs with polynomial homology $F_{p} [x]$ with $∣ x ∣ > 0$ , motivated by computations in algebraic $K$ -theory. This class…

math.AG2025

Grothendieck-Witt theory of derived schemes

Marc Hoyois, Markus Land

We construct a non- $A^{1}$ -invariant motivic ring spectrum $KO$ over $Spec (Z)$ , whose associated cohomology theory on qcqs derived schemes is the…