Winter School on Algebraic Curves, Riemann Surfaces and Moduli Spaces
March 4-82019
Morningside Center of Mathematics, CAS


Speakers:

Maksym Fedorchuk (Boston College)
Carlo Gasbarri (University of Strasbourg)
Samuel Grushevsky (SUNY at Stonybrook)
Eduard Looijenga (Tsinghua University)
Hugo PARLIER (Université du Luxembourg)
Athanase Papadopoulos (University of Strasbourg)
Alexander Schmitt (Free University of Berlin)

  

Organizers:

Baohua Fu

Lizhen Ji

Juergen Jost

Athanase Papadopoulos

Xiaotao Sun

Shing-Tung Yau

 

Abstract:

Riemann surfaces, algebraic curves, vector bundles on algebraic curves and their moduli spaces are fundamental objects in the contemporary mathematics. They are connected to a major portion of the mainstream of mathematics, and a proper understanding of their rich structures will be both satisfying and beneficial. This winter school will offer courses on a broad range of topics related to the above topics.

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