Symposium on ARITHMETIC GEOMETRY

Kyushu University, Fukuoka, Japan

Oct 19 - Oct 21, 2012


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Provisional Schedule

Program

 

 

Friday Oct 19

 

 

 

15:10-16:00

Atsushi Shiho (Univ of Tokyo) Parabolic log convergent isocrystals

16:10-17:00

Denis Osipov (Steklov Institute of Mathematics, Russia) Two-dimensional harmonic analysis and the Riemann-Roch theorem for algebraic surfaces over finite fields joint with Algebra Seminar

17:10-18:00

Tadashi Ochiai (Osaka Univ) Coleman map for families of ordinary Galois representations

 

 

Saturday Oct 20

 

10:00-10:50

Denis Osipov Noncommutative reciprocity laws and non-ramified two-dimensional Langlands correspondence

11:00-11:50

Atsushi Shiho On a generalization of local Ogus-Vologodsky correspondence

 

 

13:40-14:30

Shun Ohkubo (Univ of Tokyo) On differential modules associated to de Rham representations in the imperfect residue field case

14:40-15:30

Alan Lauder (University of Oxford, United Kingdom) Computations with classical and $p$-adic modular forms

 

 

16:00-16:50

Takahiro Tsushima (Kyushu Univ) On reductions of some affinoids in the Lubin-Tate space in ramified case

17:00-17:50

Naoki Imai (Kyoto Univ) Potentially good reduction loci of Shimura varieties

 

 

Sunday Oct 21

 

10:00-10:50

Kentaro Nakamura (Hokkaido Univ) A generalization of Kato's local epsilon conjecture for $(\phi,\Gamma)$-modules over the Robba ring I

11:00-11:50

Kentaro Nakamura A generalization of Kato's local epsilon conjecture for $(\phi,\Gamma)$-modules over the Robba ring II

 

 

13:40-14:30

Kotaro Sugahara (Kyushu Univ) Weng's zeta functions for curves over finite fields and the counting miracle

14:40-15:30

Cristian Virdol (Kyushu Univ) On the cyclicity of finite abelian varieties

 

 

16:00-16:50

Yi Zhang (Fudan Univ, China) Smooth toroidal compactification of Siegel variety form view of Kaehler-Einstein metric

17:00-17:50

Iku Nakamura (Hokkaido Univ) A net of closed immersions of the moduli $SQ^{\mathrm{toric}}_{g,K}$ of TSQASes into Alexeev's complete moduli $\overline A_{g,d}$

Sponsor: JSPS

 


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