p-adic Integration along the Hitchin Fibration and Applications
Geometric applications of p-adic integration. Part 1/2 by Dimitri Wyss (EPFL)
Dimitri Wyss - Non-archimedean integrals on the Hitchin fibration
Raf Cluckers :Existential uniform p-adic integration and descent for integrability and largest pole
Chris Peters: The Hitchin fibration, part 1
The p-adic Mehta Integral: Formulas, Functional Equations, and Combinatorics_ Joe Webster
Eric Katz (May 21, 2021): Iterated p-adic integration on semistable curves
Chris Lazda: p-adic integration of the Hasse invariant, part 1 of 2
Groechenig: p-adic integration, buildings and BPS-invariants
p-adic approaches to rational points on curves - Poonen - Lecture 2/4 - CEB T2 2019
Motivic and p-adic integration (François Loeser) 3-5
A. Werner - On p-adic vector bundles and local systems on diamonds
A support theorem for the Hitchin fibration - Pierre-Henri Chaudouard
Comparison on the Faltings'p-adic Simpson correspondence and Scholze'sRiemann-Hilbert correspondence
Chris Lazda: p-adic integration of the Hasse invariant, part 2 of 2
Basics on Motivic Integration
On the P=W Conjecture I
Dimitri Wyss: Completion of the proof, part 2 of 2
Laura Fredrickson: The ends of the Hitchin moduli space
A few fibers of the Hopf Fibration
