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Symplectic capacities, Old and New III
http://www.math.snu.ac.kr/board/index.php?mid=seminars&document_srl=763624
2016.02.15
09:36:26
626
Date
Feb 18, 2016
Speaker
강정수
Dept.
University of Muenster, Germany
Room
129-301
Time
16:30-18:00
We give introduction to symplectic capacities and its recent developments
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On $C^{1/2,1}_{t,x}$, $C^{1,2}_{t,x}$, and $C^{0,0}_{t,x}$ estimates for linear parabolic equations in divergence, non-divergence, and double-divergence form
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Categories of Whittaker Modules over Lie superalgebras and Categorification of Fock Spaces
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Fredholm Property of the Linearized Boltzmann Operator for a Mixture of Polyatomic Gases
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Fredholm Property of the Linearized Boltzmann Operator for a Mixture of Polyatomic Gases
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Regularity theory for nonautonomous problems with quasi-isotropic (p,q)-growth
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Regularity theory for local and nonlocal measure data problems
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Metastability of Langevin dynamics
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