1 citations · 1 across the 6 of their papers we have counts for
8 papers
Notes on Solid Geometry
Juan Esteban Rodríguez Camargo
These are expanded notes of a seminar held in Columbia university during the Spring and Fall of 2024 about the theory of analytic stacks of Clausen and Scholze, with a focus in the…
Cartier duality for gerbes of vector bundles
Juan Esteban Rodríguez Camargo
We prove a Cartier duality for gerbes of algebraic and analytic vector bundles as an anti-equivalence of Hopf algebras in the category of kernels of analytic stacks. As an applicat…
Analytic de Rham stacks of Fargues-Fontaine curves
Johannes Anschütz, Guido Bosco, Arthur-César Le Bras +2
We define and initiate the study of analytic de Rham stacks of relative Fargues-Fontaine curves. To this end, we develop a theory of analytic de Rham stacks with sufficiently stron…
A Jacquet-Langlands functor for -adic locally analytic representations
Gabriel Dospinescu, Juan Esteban Rodríguez Camargo
We study the locally analytic theory of infinite level local Shimura varieties. As a main result, we prove that in the case of a duality of local Shimura varieties, the locally ana…
The analytic de Rham stack in rigid geometry
Juan Esteban Rodríguez Camargo
Applying the new theory of analytic stacks of Clausen and Scholze we introduce a general notion of derived Tate adic spaces. We use this formalism to define the analytic de Rham st…
Solid locally analytic representations
Joaquín Rodrigues Jacinto, Juan Esteban Rodríguez Camargo
We develop the -adic representation theory of -adic Lie groups on solid vector spaces over a complete non-archimedean extension of . More precisely, we define a…