6 citations · 6 across the 2 of their papers we have counts for
2 papers
math.AG2026
Tame fundamental groups of rigid spaces
Piotr Achinger, Katharina Hübner, Marcin Lara +1
We introduce the tame étale fundamental group of a rigid space X over a non-archimedean field K. We show that if X is qcqs and K has topologically finitely generated t…
math.AG2020★ 6 cited
The tame site of a scheme
Katharina Hübner, Alexander Schmidt
Étale cohomology with non-invertible coefficients has some unpleasant properties, e.g., it is not A^1-homotopy invariant and for constructible coefficients the expected finiteness…