Extremal contractions from 4-dimensional manifolds to 3-folds
Extremal rays on smooth threefolds
Fano bundles of rank 2 on surfaces
Foundations of the theory of Fano schemes
General elephants of -Fano 3-folds
Geometry of the genus 9 Fano 4-folds
We study the geometry of a general Fano variety of dimension four, genus nine, and Picard number one. We compute its Chow ring and give an explicit description of its variety of lines. We apply these results to study the geometry of non quadratically normal varieties of dimension three in a five dimensional projective space.
Global smoothing of Calabi-Yau threefolds.
Helices on some Fano threefolds : constructivity of semiorthogonal bases of
Homological equivalence modulo algebraic equivalence is not finitely generated
Introducción a la geometría algebraica de trivariedades proyectivas complejas con singularidades ordinarias.
Inverting Reid's exact plurigenera formula.
Klassifikationstheorie algebraischer Varietäten der Dimension drei
Linear systems representing threefolds which are scrolls on a rational surface.
Lines on Complete Intersection Threefolds with K=0.
Mapping threefolds onto three-dimensional quadrics.
Maps onto certain Fano threefolds.
Minimal models and the Kodaira dimension of algebraic fiber spaces.
Minimal models of algebraic threefolds : Mori's program
Minimal sections of conic bundles
Sia un fibrato in coniche standard con curva discriminante di grado . La varietà delle sezioni minime delle superfici , dove è una curva di grado , si spezza in due componenti e . Si prova che, mediante la mappa di Abel-Jacobi , una di queste componenti domina la Jacobiana intermedia , mentre l'altra domina il divisore theta . Questi risultati vengono applicati ad alcuni threefold di Fano birazionalmente equivalenti a un fibrato in coniche. In particolare si prova che il generico...
Mirror symmetry in dimension 3