Workshop on Calabi-Yau metrics and optimal transportation

Dates: May 18–22, 2026

Location: Harvard CMSA, 20 Garden Street, Cambridge MA

Recent advances in the study of Calabi-Yau metrics have revealed an interesting connection with optimal transport, and the regularity theory for optimal transport is expected to play an increasingly important role in the study of Kähler geometry. The goal of this workshop is to bring together the optimal transport and complex geometry communities to investigate problems arising from these exciting developments.

Limited support may be available for approved postdocs and early career applicants. The application form can be found at: https://forms.gle/1zxTEKhZyz4TPfSY6

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Minicourse Speakers

• Robert McCann, University of Toronto
• Yang Li, Cambridge University

Workshop Speakers

• Rolf Andreasson, Chalmers University, Sweden
• Jakob Hultgren, Umea University, Sweden
• Young-Heon Kim, University of British Columbia
• Nam Le, Indiana University
• Jiakun Liu, University of Sydney
• Duong H. Phong, Columbia University
• Gabor Szekelyhidi, Northwestern University
• Yueqiao Wu, Johns Hopkins University

Organizers:

• Tristan Collins, University of Toronto
• Mattias Jonsson, University of Michigan
• Connor Mooney, University of California, Irvine
• Freid Tong, University of Toronto