Scientific Organisers:
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Mohammed Abouzaid, Columbia University
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Sheel Ganatra, University of Southern California
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Hiroshi Iritani, Kyoto University
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Tony Pantev, University of Pennsylvania
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Nick Sheridan, University of Edinburgh
About:
While the relationship between periods and mirror symmetry has been studied for some time, it has been receiving new inputs in recent years from diverse fields such as homological mirror symmetry, tropical geometry, string theory, and (noncommutative) topological K-theory. The workshop will bring together experts from these fields bringing complementary expertise to a topic of mutual interest, which is ripe for collaboration. The prospect of bringing Kontsevich’s powerful homological mirror symmetry conjecture to bear on the study of periods is particularly timely, in view of the rapid developments in HMS in recent years. One concrete objective motivating the workshop is to establish the connection between HMS and periods, by proving that the topological K-theory of the Fukaya category corresponds to the Gamma integral structure. The recently-developed string-theoretic understanding of the Gamma integral structure may play an important role here.
Important information
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Invited Speakers:
*to be confirmed
Bohan Fang, Peking University | via Zoom |
Sergey Galkin, PUC-Rio | via Zoom |
Vasily Golyshev*, IITP | |
Giulia Gugiatti, ICTP | |
Hiroshi Iritani, Kyoto University | |
Matt Kerr, Washington University in St. Louis | |
Minhyong Kim, ICMS | |
Albrecht Klemm*, Hausdorff Institut for Mathematics, University Bonn | |
Johanna Knapp, University of Melbourne | via Zoom |
Chiu-Chu Melissa Liu, Columbia University | via Zoom |
Mauricio Romo, Tsinghua University | |
Fumihiko Sanda, Gakushuin University | |
Bernd Siebert, The University of Texas at Austin | |
Johannes Walcher, Heidelberg University | |
Ursula Whitcher, Mathematical Reviews (AMS) | |
Tony Yue Yu, California Institute of Technology | via Zoom |