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SPRING 2021 Nonlinear Analysis Seminar Series

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Mathematics

Okinawa Institute of Science and Technology

Audience:	Researchers in the topic
Seminar series times:	No fixed schedule
Organizer:	Daniel Spector*
	*contact for this listing

Upcoming talks

Past talks

Your time			Speaker	Title
Thu	May 27	01:00	Professor Irene Fonseca	Phase Transitions in Heterogeneous Media: Equilibria and Geometric Flows
Thu	May 27	01:00	Professor Irene Fonseca	Phase Transitions in Heterogeneous Media: Equilibria and Geometric Flows
Thu	May 20	07:00	Professor Jan Kristensen	Regularity and uniqueness results in some variational problems
Thu	May 13	01:00	Professor Giovanni Leoni	Some remarks on homogeneous fractional Sobolev spaces
Thu	Apr 22	07:00	Associate Professor Jean Van Schaftingen	Vortex dynamics for the lake equations
Wed	Apr 21	07:30	Dr.Adolfo Arroyo-Rabasa	Slicing and fine properties for functions with Bounded A -variation 3/3 -Proof of the structural and fine properties, higher-order operators
Thu	Apr 15	07:00	Professor Giuseppe Mingione	Perturbations beyond Schauder
Wed	Apr 14	07:30	Dr.Adolfo Arroyo-Rabasa	Slicing and fine properties for functions with Bounded A -variation 2/3 - Proof of the slicing characterization and statement of the structure theorem
Thu	Apr 08	01:00	Professor Peter J.Sternberg	A One-Dimensional Variational Problem for Cholesteric Liquid Crystals with Disparate Elastic Constants
Wed	Apr 07	07:30	Dr.Adolfo Arroyo-Rabasa	Slicing and fine properties for functions with Bounded A -variation 1/3- Introduction and characterization of slicing properties
Thu	Apr 01	07:00	Professor Filip Rindler	Shape optimization of light structures and the vanishing mass conjecture
Wed	Mar 24	09:00	Professor Haim Brezis	New perspectives on Sobolev norms
Thu	Mar 18	07:00	Professor Nicola Fusco	Asymptotic stability of the gradient flow of nonlocal energies
Thu	Mar 11	07:00	Assistant Professor Yi-Hsuan Lin	Inverse problems for semilinear elliptic equations
Thu	Mar 04	07:00	Associate Professor Yutaka Terasawa	Weak Solutions for a Diffuse Interface Model for Two-Phase Flows of Incompressible Fluids with Different Densities and Nonlocal Free Energies

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