welcome: please sign in


Collegamenti utili

Academic Staff

Berardino Sciunzi


Mathematical Analysis

Semilinear Elliptic Equations; Quasilinear Elliptic Equations; Fully nonlinear uniformly elliptic equations; Qualitative properties of the solutions; Regularity of the solutions; Moving plane method; Ginzburg Landau Allen Cahn phase transition models; p-Laplacian operator; Geometric and qualitative properties of solutions; Existence of the solutions; Stability of the Solutions; Liouville type theorems; Supercritical problems; Analysis on manifolds; Local and global existence of solutions to the nonlinear heat equation; Nonlocal problems.

In the organizing committee of the workshops: Critical Point Theory and Nonlinear Differential Problems. Canazei, September 02-04, 2015.Topics in Differential Problems and Functional Analysis. Rende, March 9-10, 2018. Qualitative properties of solutions to local and nonlocal problems. Session of AIMS conference at Taipei, 2018.

Associate Editor of Communication in Mathematical Analysis.

Advisor of the students Phuong Le, Mascia Grandinetti, Francesco Esposito. Post Doc. student Susana Merchan.


Teaching - Academic Year 2019/2020: