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Pacienza, Gianluca - Institut de Recherche Mathématique Avancée, Université Louis Pasteur
SINGULAR CURVES ON A K3 SURFACE AND LINEAR SERIES ON THEIR NORMALIZATIONS
arXiv:math.AG/0609107 THE GREEN CONJECTURE FOR EXCEPTIONAL CURVES ON A
On the nef cone of symmetric products of a generic curve
Math. Res. Lett. 16 (2009), no. 00, 10001100NN c International Press 2009 ON THE UNIFORMITY OF THE IITAKA FIBRATION
ON A DEGENERATION OF THE SYMMETRIC PRODUCT OF A CURVE WITH GENERAL MODULI
Invariance des plurigenres Thorme (Y.-T. Siu, 2002)
Nondeformability of entire curves in projective hypersurfaces of high degree
PLURICANONICAL SYSTEMS ON PROJECTIVE VARIETIES OF GENERAL TYPE
Subvarieties of general type on a general projective hypersurface
ESE de DOCTORAT de l'UNIVERSIT Specialite
UNIRULEDNESS OF STABLE BASE LOCI OF ADJOINT LINEAR SYSTEMS WITH AND WITHOUT MORI THEORY
NODAL CURVES WITH GENERAL MODULI ON K3 SURFACES FLAMINIO FLAMINI(1)
THE GREEN CONJECTURE FOR EXCEPTIONAL CURVES ON A MARIAN APRODU (IMAR) AND GIANLUCA PACIENZA (IRMA)
PLURI-CANONICAL SYSTEMS FOR SURFACES OF GENERAL TYPE AFTER ZARISKI, MUMFORD, KODAIRA, BOMBIERI, REIDER
Lifting sections from a hypersurface, after
Rational curves on general projective hypersurfaces
Extensions of sections from a (after Takayama)
GENERALIZED DEMAILLY-SEMPLE JET BUNDLES AND HOLOMORPHIC MAPPINGS INTO COMPLEX MANIFOLDS
THE`SE de DOCTORAT de l'UNIVERSITE' PARIS VI
RATIONAL CONNECTEDNESS MODULO THE NON-NEF LOCUS AMAL BROUSTET AND GIANLUCA PACIENZA
Nondeformability of entire curves in projective hypersurfaces of high degree
On the nef cone of symmetric products of a generic curve
Subvarieties of general type on a general projective hypersurface
THE GREEN CONJECTURE FOR EXCEPTIONAL CURVES ON A K3 SURFACE
Sketch of Takayama's proof Gianluca Pacienza
SINGULAR CURVES ON A K3 SURFACE AND LINEAR SERIES ON THEIR NORMALIZATIONS
ON A DEGENERATION OF THE SYMMETRIC PRODUCT OF A CURVE WITH GENERAL MODULI
