De Cadedif
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Línea 31: |
| | * The p - Laplacian | | * The p - Laplacian |
| | * Selfgravitating compressible fluid: existence, uniqueness, well posedness in various contexts. | | * Selfgravitating compressible fluid: existence, uniqueness, well posedness in various contexts. |
| | + | * Non-local Diffusion Equations |
Revisión de 15:43 26 nov 2019
Research group of the University Complutense (Madrid)
entitled "CADEDIF"
COMPORTAMIENTO ASINTÓTICO y DINÁMICA de ECUACIONES DIFERENCIALES
Research Group UCM number 920894.
The group has achieved the highest possible ranking (excellent) by the internal evaluation system of our university UCM.
Directors: Rosa Pardo y Raul Ferreira
The main research activities can be outlined as follows
- Dynamic properties of semilinear evolution PDEs.
- Existence and properties of attractors for dissipative equations
- Formation of singularities and blow--uph in finite time
- Perturbations
- Nonlinear Partial Differential Equations and Bifurcation Theory
- Subcritical nonlinearities for elliptic equations
- Localized and Nonlinear boundary conditions
- Non linear Schrodinger equation
- The Benard - Marangoni problem
- Reaction - diffusion systems and Lotka - Volterra systems
- The p - Laplacian
- Selfgravitating compressible fluid: existence, uniqueness, well posedness in various contexts.
- Non-local Diffusion Equations
