C. Global Attractors and Stability

Nonautonomous Attractors


Organizer(s)

Prof. Dr. Mark Vishik   (vishik@iitp.ru)


Key note speaker

Prof. Dr. Mark Vishik   (vishik@iitp.ru)
Attractors of nonautonomus evolution equations



Invited speakers

Dr. Vladimir Chepyzhov   (chep@iitp.ru)
Kolmogorov Epsilon-entropy of Attractors of Non-autonomous Evolution Equations


Maurizio Grasselli   (maugra@mate.polimi.it)
Long time behavior in phase-field models with memory


Prof. Alain Miranville   (miranv@wallis.univ-poitiers.fr)
Long time behavior of models of Cahn-Hilliard equations in deformable continua


Prof. Giovanni Prouse   (giopro@mate.polimi.it)
Existence, uniqueness, and asymptotic behaviour of the solutions of nonlinear hyperbolic equations


Prof. Dr. Björn Schmalfuss   (schmalfuss@in.fh-merseburg.de)
Attractors for nonautonomous dynamical systems


Dr. Serguei Zelik   (vichik@nw.math.msu.su)
The attractor for a nonlinear reaction-diffusion system in R^n and it's Kolmogorov entropy



Contributed talks

Katrin Gelfert   (gelfert@math.tu-dresden.de)
Hausdorff Dimension estimates by use of adabted Caratheodory outer measures and applications to invariant sets with equivariant tangent bundle splitting



equadiff@math.fu-berlin.de    Aug 07 1999