The eigenvalues of the fractional p-laplacian

Carte non disponible
Speaker Home page :
Speaker :
Speaker Affiliation :


Date(s) - 25/03/2015
14 h 30 min - 15 h 30 min


In this talk we will show some results concerning the eigenvalue problem for the fractional p-laplacian, a nonlinear and nonlocal differential operator, under Dirichlet boundary conditions. In particular we will speak about the positivity of the first eigenfunction, and the minimization of the second eigenvalue under a volume constraint, highlighting the differences with the local case. The results were obtained in collaboration with Lorenzo Brasco (I2M, Marseille) and Erik Lindgren (KTH, Stockholm).


Retour en haut 

Secured By miniOrange