معرفی
Ahmed Abbes is a CNRS Research Director at the Institute of Advanced Scientific Studies (IHES), specializing in arithmetic and algebraic geometry. His work focuses on geometric and cohomological properties of sheaves in p-adic and characteristic p>0 settings.
Dr. Abbes' research centers on p-adic geometry, rigid geometry, sheaf cohomology, and ramification theory. Collaborations with Takeshi Saito, Michel Gros, and Takeshi Tsuji led to breakthroughs in p-adic Simpson correspondence and relative Hodge-Tate spectral sequences. His treatises systematize foundational theories in these areas.
- CNRS Bronze Medal (2005)
- Distinguished Ordway visitor (2016) - School of Mathematics, University of Minnesota
Ahmed Abbes' publications include The p-adic Simpson Correspondence (with Gros & Tsuji) and Elements of Rigid Geometry. His Astérisque volume with Gros generalizes Hodge-Tate decomposition to relative settings. Current research extends the functoriality of p-adic Simpson correspondence via proper direct image techniques.
He is based at the Alexander Grothendieck Laboratory (UMR 9009 CNRS, IHES) and has taught courses at Tsinghua University. Contact: abbes@ihes.fr
