The primary goal of the conference is to bring together experts from p-adic and complex geometry with a focus on Simpson’s correspondence. In particular, the conference will combine expository/instructional talks with research talks. There will be two mini-courses on Ben Heuer’s proof of the p-adic Simpson correspondence, a mini-course on the Simpson correspondence in characteristic p, a mini-course on the complex-analytic Simpson correspondence, and a few research talks.

Participants

• Donu Arapura, Purdue University
• Hanlin Cai, University of Columbia
• Pierre Colmez, Sorbonne University
• Mark Andrea de Cataldo, Stony Brook University
• Ya Deng, University of Lorraine
• Helene Esnault, Freie Universität Berlin
• Ofer Gabber, Institut des Hautes Études Scientifiques
• Sung Gi Park, IAS & Princeton University
• Tongmu He, Princeton University
• Emerson Hemley, University of Pennsylvania
• Ben Heuer, Frankfurt University
• Bruno Klingler, Humboldt University
• Daniel Litt, University of Toronto
• Akhil Mathew, University of Chicago
• Adam Melrod, Harvard University
• Bao Chao Ngo, University of Chicago
• Wieslawa Niziol, Sorbonne University
• Arthur Ogus, University of California, Berkeley
• Alexander Petrov, Massachusetts Institute of Technology
• Emanuel Reinecke, Institut des Hautes Études Scientifiques
• Vladimir Shein, Northwestern University
• Carlos Simpson, Université Côte d’Azur
• Salim Tayou, Dartmouth University
• Vadim Vologodsky, University of Chicago
• Zhengzee Xin, SUNY Stony Brook
• Daxin Xu, Morningside Center
• Ruijie Yang, University of Kansas
• Zecheng Yi, Boston University
• Mingjia Zhang, Princeton University
• Siqing Zhang, Institute for Advanced Study

Poster: