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Stability of Stationary States for Repulsive-Attractive Potentials
- Prelegent(ci)
- José Antonio Carrillo
- Termin
- 23 maja 2013 12:30
- Pokój
- p. 4060
- Seminarium
- Seminarium Zakładu Równań Fizyki Matematycznej
I will discuss nonlocal integral continuity equations for
which notrivial
stationary states show interesting properties and patterns as shown
numerically. They are first order minimal models for swarming. We will
discuss their nonlinear stability/instability and the dimension of their
support. They lead to interesting questions of calculus of variations in
measure settings.
stationary states show interesting properties and patterns as shown
numerically. They are first order minimal models for swarming. We will
discuss their nonlinear stability/instability and the dimension of their
support. They lead to interesting questions of calculus of variations in
measure settings.
