p-adic Analytic Geometry and Differential Equations
March 27 – 31, 2017

The subject of p-adic analytic geometry has been booming in the last years, as regards foundational matters as well as applications. In  particular, the use of fine methods from analytic geometry in the field of p-adic differential equations and D-modules has recently led to significant progress.

The aim of the conference is to bring together mathematicians from various areas around those themes, experts as well as new-comers who would like to incorporate them into their research.

Scientific  Committee

Daniel Caro (Université de Caen Normandie)
Antoine Ducros (
Université Pierre et Marie Curie)
Annette Werner (Johann Wolfgang Goethe-Universität Frankfurt)

Organizing Committee

Philippe Lebacque (Université de Franche-Comté)
Johannes Nicaise (Imperial College London)
Jérôme Poineau (Université de Caen Normandie)


Arithmetic D-modules and existence of crystalline companion

Bounded linear endomorphisms of rigid analytic functions

Convergence and spectral polygon of connections on Berkovich curves

de Rham theorem in non-Archimedean analytic geometry

Pushforwards of p-adic differential equations   (pdf)

Formes et courants sur les espaces de Berkovich : retour aux sources

A non-abelian algebraic criterion for good reduction of curves I — Comparison of relative log de Rham fundamental groups​   (pdf)

D-modules and p-curvatures

A non-abelian algebraic criterion for good reduction of curves II — Computation of the monodromy action​

Explosion of Lyapunov exponents using non-Archimedean geometry

Differentiability of non-archimedean volumes and non-archimedean Monge-Ampère equations

​​Coadmissible D-modules over the generic fibre of a formal scheme

Cyclic group actions and p-adic exponents

A semistable Lefschetz (1; 1) theorem in equicharacteristic   (pdf)

Non-archimedean parametrizations, points of bounded height and applications

On the continuity of the finite Bloch-Kato cohomology

​On the rationality of the logarithmic growth filtration of solutions of p-adic differential equations

​​Rigid crystals

An Overview on Some Recent Results about p-Adic Differential Equations over Berkovich Curves   (pdf)

​Arithmetic D-modules and p-adic representations

​Logarithmic desingularization and semistable reduction

​Holonomic D-modules on smooth rigid analytic spaces