À propos de la forme hermitienne canonique d'une singularité isolée d'hypersurface
A propos du problème des arcs de Nash
Soit la décomposition canonique de l’espace des arcs passant par une singularité normale de surface. Dans cet article, on propose deux nouvelles conditions qui si elles sont vérifiées permettent de montrer que n’est pas inclus dans . On applique ces conditions pour donner deux nouvelles preuves du problème de Nash pour les singularités sandwich minimales.
A propos d'une conjecture arithmétique sur le groupe de Chow d'une surface rationnelle
A regulator map for surfaces with an isolated singularity
A Remark on K1 of an Algebraic Surface.
A Remark on Kawamata's Paper "On the Plurigenera of Minimal Algebraic 3-Folds with K ... 0".
A remark on the geography of surfaces with birational canonical morphisms.
A remark on the geometry of elliptic scrolls and bielliptic surfaces.
A rigidity property of class VIIo surface fundamental groups.
A Rigidity Theorem for P3 ( C ).
A septic with 99 real nodes
A series of smooth irregular varieties in projective space
A short proof of finite monodromy for analytically irreducible plane curves
A Short Proof of the Rydakov-Safarevic Theorem.
A Siegel modular 3-fold that is a Picard modular 3-fold
A Simple Proof of the Subjectivity of the Period Map of K3 Surfaces.
A simply connected surface of general type with pg = 0.
A Smooth Four-Dimensional G-Hilbert Scheme
2000 Mathematics Subject Classification: 14C05, 14L30, 14E15, 14J35.When the cyclic group G of order 15 acts with some specific weights on affine four-dimensional space, the G-Hilbert scheme is a crepant resolution of the quotient A^4 / G. We give an explicit description of this resolution using G-graphs.
A splitting criterion for rank 2 vector bundles on hypersurfaces in .
A surface of general type with Pg = q = 0, K2 = 1.