Categoria:
Seminari di Algebra e Geometria
Data e ora inizio evento:
Data e ora fine evento:
Aula:
Altro (Aula esterna al Dipartimento)
Sede:
Dipartimento di Matematica, Università di Roma Tor Vergata
Aula esterna:
Aula D'Antoni 1101 (Tor Vergata)
Speaker:
Livia Campo (University of Vienna)
In this talk I will discuss K-stability of weighted Fano hypersurfaces of dimension $n\geq 3$. The $3$-fold case has been established by [Kim-Okada-Won], [Sano-Tasin], [Campo-Okada]. In a joint work with Kento Fujita, Taro Sano, and Luca Tasin we studied the $n$-fold case with $n>3$ producing bounds for delta invariants of weighted Fano $n$-fold hypersurfaces embedded in certain weighted projective spaces.