Stefani: A distributional approach to fractional spaces and fractional variation
Stefani: We study the fractional Sobolev/Bessel spaces and a new notion of fractional variation from a new distributional point of view, exploiting suitable notions of fractional gradient and fractional divergence already existing in the literature. Our approach provides several natural parallelisms between the fractional framework and the classical theory of Sobolev/De Giorgi. After a brief summary on the basic features of the fractional operators involved, we will present a panoramic view of the theory we were able to develop so far. This is an ongoing project with G. E. Comi, and some of the results were obtained in collaboration also with E. Bruè, M. Calzi and D. Spector. http://cvgmt.sns.it/seminar/786/
When
Thu Mar 4, 2021 2pm – 3pm Coordinated Universal Time
Where
Dipartimento di Matematica e Informatica di Ferrara (on-line) (map)
