L. Mann

most citedNormal and Irreducible Adic Spaces, the Openness of Finite Morphisms and a Stein Factorization

2 citations · 2 across the 3 of their papers we have counts for

collaborators

3 papers

math.AG2022

The 6-Functor Formalism for $Z_{ℓ}$ - and $Q_{ℓ}$ -Sheaves on Diamonds

Lucas Mann

For every nuclear $Z_{ℓ}$ -algebra $Λ$ and every small v-stack $X$ we construct an $\infty$ -category $D_{nuc} (X, Λ)$ of nuclear $Λ$ -modules on $X$ . We then…

math.AG2020★ 2 cited

Normal and Irreducible Adic Spaces, the Openness of Finite Morphisms and a Stein Factorization

Lucas Mann

We transfer several elementary geometric properties of rigid-analytic spaces to the world of adic spaces, more precisely to the category of adic spaces which are locally of (weakly…

math.AG2020

Local systems on diamonds and $p$ -adic vector bundles

Lucas Mann, Annette Werner

We use Scholze's framework of diamonds to gain new insights in correspondences between $p$ -adic vector bundles and local systems. Such correspondences arise in the context of $p$ -a…

The 6-Functor Formalism for Zℓ​- and Qℓ​-Sheaves on Diamonds

Normal and Irreducible Adic Spaces, the Openness of Finite Morphisms and a Stein Factorization

Local systems on diamonds and p-adic vector bundles

The 6-Functor Formalism for $Z_{ℓ}$ - and $Q_{ℓ}$ -Sheaves on Diamonds

Local systems on diamonds and $p$ -adic vector bundles