Tobias Schedlmeier

most citedCartier crystals and perverse constructible étale

p

-torsion sheaves

3 citations · 3 across the 3 of their papers we have counts for

collaborators

3 papers

math.AG2018

A Riemann-Hilbert correspondence for Cartier crystals

Tobias Schedlmeier

For a variety $X$ separated over a perfect field of characteristic $p > 0$ which admits an embedding into a smooth variety, we establish an anti-equivalence between the bounded deriv…

math.AG2018

Grothendieck duality for non-proper morphisms

Tobias Schedlmeier

We generalize the adjunction between the functors $R f_{*}$ and $f^{!}$ of derived categories of quasi-coherent sheaves for proper morphisms $f : X \to Y$ of Noetherian schemes to t…

math.AG2016★ 3 cited

Cartier crystals and perverse constructible étale $p$ -torsion sheaves

Tobias Schedlmeier

For an $F$ -finite scheme $X$ separated over a perfect field $k$ of characteristic $p > 0$ which admits an embedding into a smooth $k$ -scheme, we establish an equivalence between the…

A Riemann-Hilbert correspondence for Cartier crystals

Grothendieck duality for non-proper morphisms

Cartier crystals and perverse constructible étale p-torsion sheaves

Cartier crystals and perverse constructible étale $p$ -torsion sheaves