| Date | Time | Speaker | Content |
| Aug 3 at MCM | 9:00-10:00 | Yiwen Ding | Introduction of Pan’s paper: Give a gentle introduction on Pan’s paper, especially explaining how the previously discussed p-adic theories are related. |
| 10:30-11:30 | Hui Gao | Colmez–Tate–Sen Theory I: Give the standard Colmez–Tate–Sen axiom and quickly indicate the proof (following [BC08]); Discuss the case of fields and the case for decompletion process for overconvergent (？, Γ)-modules. |
| 13:00-14:30 | Liang Xiao | Colmez–Tate–Sen Theory II: Introduce basic concept of locally analytic vectors. Computation of locally analytic vectors in the case when the p-adic tower of extension contains the cyclotomic tower, following [BC16, §1-3]. Also include the results in [Pan, §2] (without the proof). If time permits, shortly discuss the generalization in [Be16, § 2]. |
| 14:45-15:45 | Yiwen Ding | Locally analytic vectors in the geometric setup I: Cover [Pan, §3.1–3.3]. |
| 16:00-17:00 | Liang Xiao | Locally analytic vectors in the geometric setup II: Cover [Pan, §3.4-3.6]. |
| Aug 5 at MCM | 9:00-10:00 | Liang Xiao | Computation of n-cohomology of locally analytic vectors I [Pan, §5.1-5.2]. |
| 10:30-11:30 | Liang Xiao | Computation of n-cohomology of locally analytic vectors II [Pan, §5.3-5.4]. |
| 13:00-14:00 | Yiwen Ding | Ext1 conjecture of locally analytic representations: Introduce Breuil-Ding functor, and the functorial interpretation of Breuil’s Ext1 conjecture. |
| 14:30-15:30 | Yiwen Ding | Ext1 conjecture of locally analytic representations II: Introduce Breuil-Ding functor, and the functorial interpretation of Breuil’s Ext1 conjecture. |
| 15:30-17:00 | | Free discussion |
