3 papers
math.AG2025
Tame proper base change for discretely ringed adic spaces
Katharina Hübner
We consider a proper morphism and a locally closed immersion of discretely ringed adic spaces and prove proper base change for the tame topology in this settin…
math.AG2024
Logarithmic geometry beyond fs
Piotr Achinger, Katharina Hübner, Marcin Lara +1
We develop the foundations of logarithmic structures beyond the standard finiteness conditions. The motivation is the study of semistable models over general valuation rings. The k…
math.AG2019
Tame and strongly étale cohomology of curves
Katharina Hübner
For a curve over a perfect field of characteristic we study the tame cohomology of introduced in arXiv:1801.04776. We prove that the tame co…