XVI International Congress on Mathematical Physics
August 3–8, 2009 Prague, Czech Republic, Clarion Congress Hotel Prague
Topical Sessions
/ PDE's
(fluid dynamics, wave equation and NLSE, Boltzmann equation, general relativity, and elasticity)
Organizers
Sergiu Klainerman
Gregory Seregin
Invited Speakers
Mihalis Dafermos
(University of Cambridge)
THE BLACK HOLE STABILITY PROBLEM IN GENERAL RELATIVITY
Francois Golse
(Université Pierre et Marie Curie, Paris)
NONLINEAR REGULARIZING EFFECTS FOR HYPERBOLIC CONSERVATION LAWS
Alexandru Ionescu
(University of Wisconsin, Madison)
ON THE UNIQUENESS OF STATIONARY BLACK HOLES IN VACUUM
Camillo De Lellis
(Universität Zürich)
H--PRINCIPLE AND FLUID DYNAMICS
Sigmund Selberg
(NTNU, Trondheim)
ON THE MAXWELL-KLEIN-GORDON SYSTEM IN LORENZ GAUGE
Jacob Sterbenz
(UC San Diego)
RECENT PROGRESS ON WAVE-MAPS
Cédric Villani
(ENS Lyon)
LANDAU DAMPING
Sijue Wu
(University of Michigan, Ann Arbor)
WELLPOSEDNESS OF THE TWO AND THREE DIMENSIONAL FULL WATER WAVE PROBLEM
Contributed Talks
Alberto Enciso (ETH Zürich)
CRITICAL POINTS AND LEVEL SETS OF SOLUTIONS TO ELLIPTIC PDES
Vasyl M. Fedorchuk (Pedagogical University, Krakow)
ON SOME CLASSES OF THE PARTIAL DIFFERENTIAL EQUATIONS WITH NON-TRIVIAL SYMMETRY GROUPS
David Krejčiřík
(Nuclear Physics Institute ASCR)
THE HARDY INEQUALITY AND THE ASYMPTOTIC BEHAVIOUR OF THE HEAT EQUATION IN TWISTED DOMAINS
Juan Antonio Valiente Kroon
(Queen Mary University London)
A RIGIDITY PROPERTY OF THE DEVELOPMENT OF CONFORMALLY FLAT DATA IN GENERAL RELATIVITY
Dominique Löbach
(Universität Bonn)
BOUNDARY DIFFERENTIABILITY OF SOLUTIONS OF ELASTIC PLASTIC PROBLEMS WITH LINEAR HARDENING
Josef Málek
(Charles University Prague)
MATHEMATICAL ANALYSIS OF UNSTEADY FLOWS OF FLUIDS WITH PRESSURE, SHEAR-RATE AND TEMPERATURE DEPENDENT MATERIAL MODULI
Makoto Narita (Okinawa National College of Technology)
GLOBAL PROPERTIES OF EXPANDING SPACETIMES WITH CYLINDRICAL GRAVITATIONAL WAVES
Yehuda Pinchover
(Israel Institute of Technology)
ON POSITIVE SOLUTIONS AND LIOUVILLE THEOREMS FOR P-LAPLACIAN-TYPE EQUATIONS
Milan Pokorný
(Charles University Prague)
STEADY COMPRESSIBLE NAVIER--STOKES--FOURIER SYSTEM
Aldo Procacci
(UFMG Belo Horizonte)
ABTRACT POLYMER GAS WITH ATTRACTIVE PAIR INTERACTIONS
Vladimir M. Shelkovich (St.Petersburg State University of Architecture and Civil Engineering)
DELTA-SHOCK WAVES AND MEDIUMS WHICH CAN BE TREATED AS PRESSURELESS CONTINUUMS
Maria Skopina
(St. Petersburg State University, Russia)
P-ADIC PSEUDO-DIFFERENTIAL EQUATIONS AND WAVELETS
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