# Anisotropic parabolic problems and their applications

Organizers: Piotr B.Mucha
and Piotr Rybka

## Description

Anisotropic parabolic problems appear in many modeling areas. We name just a few
of them, like image analysis, crystal growth, phase transition problems
and complex fluids flows. Mathematically, we have to deal with total variation
and anisotropic total variation flow, weighted mean curvature flow, when the
anisotropy function is singular, surface diffusion problems, equations with
fractional Laplacian
or anisotropic stress tensor of fluids. We are interested in the implications
of the analysis for the development of effective numerical methods. We want
to bring researchers from this areas to report the state of the art
results.
This STS will take place on Thursday, July 5,
16:15-20:15 at the
AGH University of Science and Technology, ** room 12, A3**. See also
the schedule
Participants are supposed to register to
the Congress.

## Speakers:

Ch. Kraus, J.Mazon, P.Minakowski, M.Muszkieta,
A.Świerczewska-Gwiazda, A.Wróblewska
## Schedule

16:15 J.Mazon, CANCELLED, replacement: P.Minakowski

16:45 Ch. Kraus,

17:15 A.Świerczewska-Gwiazda,

17:45 A.Wróblewska,

18:15 P.Minakowski, moved to 16:15

18:45 M.Muszkieta, CANCELLED
## Abstracts

Ch. Kraus,
Elastic Cahn-Hilliard systems coupled with damage

J.Mazon,
The 1-harmonic flow with values into
a sphere

P.Minakowski, Visco-plastic model of a
ultrafine structure formation inducted by
high pressure torsion

A.Świerczewska-Gwiazda,
On flows of fluids described
by an implicit constitutive relation

A.Wróblewska, Motion of rigid bodies in
a non-Newtonian fluid with nonstandard rheology