Riemann surfaces and Teichmuller theory
July 8-12, 2019
Euler International Mathematical Institute, St. Petersburg, Russia
Program
Monday July 8:
8:50-9:10 Registration9:10--9:15 Welcome words
9:15--9:55 Lecture 1 : Dragomir Saric (CUNY, NY), The Fenchel-Nielsen coordinates and the type problem for Riemann surfaces.
10:00--10:40 Lecture 2 : Richard Wentworth (Univ. Maryland), Gluing determinants of Laplace operators on Riemann surfaces.
10:40--11:00 Coffee Break
11:00--11:40 Lecture 3 : Francois Laudenbach (University of Nantes), The h-principle for wrinkled maps applied to the Madsen-Weiss Theorem, after Y. Eliashberg, S. Galatius and N. Mishachev.
11:40:00--1:20 Lunch break
1:20--2:00 Lecture 4 : Sachiko Hamano (City Univ. Osaka), Rigidity of the directional moduli on pseudoconvex domains fibered by open Riemann surfaces.
2:00--3:10 Coffee break
3:10--3:50 Lecture 5 : Yi Huang (Tsinghua Univ., Beijing), A McShane identity for once-punctured super tori.
3:55--4:35 Lecture 6 : Andres Sambarino (Un. Paris-Sud, Orsay), Pressure forms on pure imaginary directions
4:40 Reception at the Euler Institute
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Tuesday July 9:
9:15--9:55 Lecture 1 : Yukio Matsumoto (Gakushuin Univ., Tokyo), Teichmuller spaces and crystallographic groups.
10:00--10:40 Lecture 2 : Georgios Kydonakis (Univ. Strasbourg), Higgs bundles in higher Teichmuller spaces for orthogonal groups
10:40--11:00 Coffee Break
11:00--11:40 Lecture 3 : Jean-Marc Schlenker (Un. Luxembourg), The measured foliation at infinity of quasifuchsian manifolds.
11:40:00--1:20 Lunch break
1:20--2:00 Lecture 4 : : Sumio Yamada (Gakushuin Univ., Tokyo), Timelike geometry and generalized de Sitter spaces.
2:05--2:45 Lecture 5 : Lee Peng Teo , Xiamen University (Malaysia), Liouville Action on QuasiFuchsian Deformation Spaces of Riemann Surfaces of
Finite Type.
2:45-3:05 Coffee break
3:05-3:45 Lecture 6 : Joan Porti (UAB, Barcelona), Actions on products of CAT(-1)-spaces.
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Wednesday July 10
9:15--9:55 Lecture 1 : Sorin Dumitrescu (Univ. of Nice), Holomorphic Cartan geometries on simply connected manifolds.
10:00--10:40 Lecture 2 : Yurii Neretin (Moscow), Infinite symmetric groups and cobordisms of triangulated surfaces.
10:40--11:00 Coffee Break
11:00--11:40 Lecture 3 : Krishnendu Gongopadhyay (Indian Institute of Science, Mohali, India), Quaternionic hyperbolic Fenchel-Nielsen coordinates.
11:40--2:00 Lunch break
Afternoon:
2:30 5:00 Boat trip starts from from Pesochnaya Embankment
7:00 Conference dinner
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Thursday July 11:
9:15--9:55 Lecture 1 : Sergei Ivanov (St Petersburg), Metric space curvatures and Finsler metrics
10:00--10:40 Lecture 2 : Weixu Su (Fudan Univ., Shanghai), Existence of closed geodesics through a regular point on translation surfaces.
10:40--11:00 Coffee Break
11:00--11:40 Lecture 3 : Vincent Alberge (Fordham Univ., NY), On a stratification of the space of projective measured laminations.
11:40:00--1:20 Lunch break
1:20--2:00 Lecture 4 : Makoto Sakuma (Hiroshima University), A conjectural picture of the space of Kleinian groups generated by two parabolic transformations
2:05--2:45 Lecture 5 : Hideki Miyachi (Univ. Kanazawa), Poisson integral formula for Teichmueller space.
2:45-3:05 Coffee break
3:05-3:45 Lecture 6 : Yunhui Wu (Tsinghua Univ., Beijing), Systole functions and Weil-Petersson geometry.
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Friday July 12:
9:15--9:55 Lecture 1 : Inkang Kim (KIAS, Seoul), Kahler metrics on Teichmuller space and beyond
10:00--10:40 Lecture 2 : Ken'ichi Ohshika (Gakushuin Univ., Tokyo), Thurston's bounded image theorem from today's point of view
10:40--11:00 Coffee Break
11:00--11:40 Lecture 3 : George Shabat (Russian State University for the Humanities
and Independent University of Moscow), On the uniformization of Fried families
11:40:00--1:20 Lunch break
1:20--2:00 Lecture 4 : Rinat Kashaev (University of Geneva), Quantum dilogarithms and their applications in quantum topology.
2:05--2:45 Lecture 5 : Hrant Hakopian (Kansas State University), Limiting behavior of geodesics in the Universal Teichmuller space.
2:45-3:05 Coffee break
3:05-3:45 Lecture 6 : Gaiane Panina (POMI and Chebyshev Laboratory, St Petersburg), Diagonal complexes.