Mathematical Physics: Mathematical methods and models for basic and applied science

Specific research lines are:
-Method and mathematical models for Neuroscience.
-Dynamical Systems stability (theory and applications) with application to Mathematics for Biology, Mathematical Epidemiology, Population Dynamics Continuum Mechanics, Superconductivity.
-Optimal Control with application to Information dependent epidemic models, Host-vector interactions, Malaria models, Plant-pathogen interactions.
-Symmetries and conservation laws of classical and quantum systems via
group theory methods and generalizations (Hopf algebras, etc.). Geometrical methods (commutative and non-) in mechanics and field theory (both classical and quantum). Applications in particular to gauge field theories, plasma physics.Qualitative analysis and stability properties for dissipative systems Application in particular to gauge field theories, plasma physics, superconductivity.

Personale:
Bruno Buonomo
Florinda Capone
Raffaele Carlone
Berardino D'Acunto
Monica De Angelis
Gaetano Fiore
Maurizio Gentile
Gabriele Guerriero
Alfonso Maio
Addolorata Marasco
Enrico Mazziotti
Gabriella Pinzari
Emilia Sansone