P. Dillery

activity

20172026

most citedRigid inner forms over local function fields

5 citations · 6 across the 8 of their papers we have counts for

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3 papers · 1 filter

math.RT2026

The extended Fargues--Scholze spectral action

Peter Dillery, Arnaud Eteve

Let $G$ be a connected reductive group over a non-archimedean local field. The main result of Fargues and Scholze [FS21] for the geometrization of the local Langlands correspondenc…

math.NT2026

Moduli of $G$ -bundles on rigid gerbes over affine curves

Peter Dillery

We geometrize the basic cohomology set $H^{1} (Kal_{F}, G)_{basic}$ for a global function field $F$ . We do this by constructing a v-stack $Bun_{G, F}^{e}$ which…

math.NT2026

A Tannakian description of the local Kaletha gerbe

Alexander Bertoloni Meli, Peter Dillery

We construct, for a $p$ -adic field $F$ , an explicit semisimple Tannakian category $RigIsoc_{F}$ whose category of fiber functors recovers Kaletha's Galois gerbe $\mathcal{E}…

The extended Fargues--Scholze spectral action

Moduli of G-bundles on rigid gerbes over affine curves

A Tannakian description of the local Kaletha gerbe

Moduli of $G$ -bundles on rigid gerbes over affine curves