Sommer 2009
Forschungsseminar Dynamische Systeme
(Seminar für Diplomanden und Doktoranden)
(Internes Seminar der Arbeitsgruppe Nichtlineare Dynamik)
Prof.
Dr. Bernold Fiedler
Juliette Hell,
Dr. Stefan Liebscher
Program
Apr 16, 2009 |
Gao-Feng Zheng |
Partial regularity of borderline solutions to some semilinear parabolic
problems |
Apr 23, 2009 |
Apostolos Damialis |
Correlations and self-similarity in particle systems interacting via
diffusion |
Apr 30, 2009 |
Alan Rendall |
Introduction to the Gowdy equations |
May 07, 2009 |
Dimitar Kroushkov. |
Anisotrope Sobolevräume und Wellengleichungen |
May 14, 2009 |
Nicolas Roy |
Anosov maps, Anisotropic Sobolev spaces and escape functions |
Frederic Faure, Nicolas Roy, Johannes Sjoestrand: Semi-classical approach for Anosov diffeomorphisms and Ruelle resonances
|
May 28, 2009 |
Juliette Hell |
Blow up and Conley index at infinity |
June 04, 2009 |
Eyal Ron |
Dynamical Systems Approach to Uniqueness Problems |
The lecture presents a dynamical systems approach for handling uniqueness
problems in nonautonomous planar systems. The method is shown while being
applied to a problem of uniqueness of a ground state of the continuum limit
of a strictly anharmonic multi-dimensional lattice. Although this problem,
and even a more general version of it, was already solved by Pucci and
Serrin, we believe that our method sheds a new light on it.
Our solution to the uniqueness problem has two parts it. In the first one we
deal with the region u>0 and give a uniqueness result for it. The second
part presents a local
result, i.e. that is independent of the initial condition, when analyzing
what happens near the origin. In addition we discuss Pucci and Serrin's
solution to the problem, and presents it while using some concepts and
results from the dynamical systems approach.
|
June 11, 2009 |
Ehrenkolloquium, Klaus Schneider, 70. Geburtstag |
June 18, 2009 |
Brian Smith |
The Parabolic Scalar Curvature Equation |
June 25, 2009 |
Özgür Kesim |
The Kasner Siblings in Bianchi-Cosmologies |
Given the - now infamous - 5-dim. ODE for the Bianchi-cosmologies we
exploit the equivariance of the equation and the geometry of the
phase-space to derive a geometrically scaled version of the original
equation which allows us to give a detailed description of the
phase-portrait of a four-dimensional neighborhood of the Kasner-circle and
uncovers a new - and maybe main - character in the Bianchi-Opera: a
sibling of the Kasner-Map in the N-space.
|
July 02, 2009 |
Stefan Liebscher |
Lipschitz manifolds of the Kasner map |
July 09, 2009 |
Nitsan Ben-Gal |
Asymptotics of Grow-Up Solutions and the Connection Problem for Slowly Non-Dissipative Parabolic PDEs |
July 16, 2009 |
Johannes Buchner, Eyal Ron |
Conference report |
Time and Place
Talks usually take place on Thursday at 2:15 p.m.
at the Free University Berlin
Room 140, Arnimallee 7, 14195 Berlin.
Guests are always welcome !
Archive
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