Mathematical Analysis

The main research lines include topics in: partial differential equation, calculus of variations, variational analysis, dynamical systems, harmonic analysis, analytic number theory, control and optimization, real analysis.
Specific research lines are: topological and variational methods in nonlinear analysis, control theory, conservation laws, geometric measure theory, models in continuum mechanics, thin structures, homogenization techniques for composite materials, geometric analysis, evolution of geometric structures, nonlinear potential theory on manifolds, regularity theory, hypoelliptic operators, bilevel optimization and equilibrium problems, isoperimetric inequalities, evolutions of geometric structures, KAM theory, measure theory.

Personale:
Angelo Alvino
Pietro Baldi
Annamaria Barbagallo
Marco Barchiesi
Paolo Baroni
Barbara Brandolini
Pasquale Buonocore
Luciano Carbone
Francesco Chiacchio
Marco Cicalese
Vittorio Coti Zelati
Nunzia Antonietta D'Auria
Francesco Della Pietra
Umberto De Maio
Anna De Simone
Vincenzo Esposito
Fernando Farroni
Ornella Fiodo
Giuseppe Floridia
Nicola Fusco
Nunzia Gavitone
Flavia Giannetti
Ester Giarrusso
Luigi Greco
Emanuele Haus
Maurizio Laporta
Chiara Leone
Maria Beatrice Lignola
Lina Mallozzi
Carlo Maria Mantegazza
Anna Mercaldo
Basilio Messano
Gioconda Moscariello
Carlo Nitsch
Antonia Passarelli Di Napoli
Maria Rosaria Posteraro
Teresa Radice
Tonia Ricciardi
Carlo Sbordone
Roberta Schiattarella
Bianca Stroffolini
Luisa Toscano
Mariarosaria Tricarico
Cristina Trombetti
Anna Verde
Roberta Volpicelli
Gabriella Zecca