3 papers
math.AG2025
Weighted four-dimensional Fano hypersurfaces of K3 type
Valeria Bertini, Francesco Antonio Denisi, Enrico Fatighenti +1
We study weighted Fano fourfolds of K3 type realized as hypersurfaces in weighted projective spaces. Under the additional assumption that the singular locus has dimension at most o…
math.AG2017
Hodge numbers and deformations of Fano 3-folds
Gavin Brown, Enrico Fatighenti
We calculate the Hodge numbers of quasismooth Fano 3-folds whose total anti-canonical embedding has small codimension, and relate these to the number of deformations.
math.AG2016
Weighted Fano varieties and infinitesimal Torelli problem
Enrico Fatighenti, Luca Rizzi, Francesco Zucconi
We solve the infinitesimal Torelli problem for -dimensional quasi-smooth -Fano hypersurfaces with at worst terminal singularities. We also find infinite chains of…