Commutative Algebraic Groups and Intersections of Quadrics.
Compact Kähler manifolds with compactifiable universal cover
In this appendix, we observe that Iitaka’s conjecture fits in the more general context of special manifolds, in which the relevant statements follow from the particular cases of projective and simple manifolds.
Compactifications of C2 x C*.
Compactifications of C3 with reducible boundary divisor.
Comparaison de deux notions de rationalité d'un dessin d'enfant
Soit un revêtement ramifié de défini sur . Lorsqu’on s’intéresse aux propriétés de rationalité de sur les les corps de nombres, on peut soit exiger que la base soit , soit l’autoriser à être une courbe de genre . Nous comparons ces deux points de vue pour les revêtements non ramifiés en dehors de
Complex local systems and morphisms of varieties
Computerbilder von Aufblasungen.
Condition d’Ischebeck-Auslander et condition de Serre
Conducteurs d'Artin des caractères réels.
Congruences for numerical data of an embedded resolution
Connectedness Properties of Polynomial Maps Between Affine Spaces.
Constructiveness of Hironaka's resolution
Contact maximal en caractéristique positive
Contraction of excess fibres between the McKay correspondences in dimensions two and three
The quotient singularities of dimensions two and three obtained from polyhedral groups and the corresponding binary polyhedral groups admit natural resolutions of singularities as Hilbert schemes of regular orbits whose exceptional fibres over the origin reveal similar properties. We construct a morphism between these two resolutions, contracting exactly the excess part of the exceptional fibre. This construction is motivated by the study of some pencils of K3 surfaces appearing as minimal resolutions...
Contractions of Gorenstein polarized varieties with high nef value.
Contractions of smooth varieties. II. Computations and applications
Una contrazione su una varietà proiettiva liscia è data da una mappa propria, suriettiva e a fibre connesse in una varietà irriducibile normale . La contrazione si dice di Fano-Mori se inoltre è -ampio. Nel lavoro, naturale seguito e completamento delle ricerche introdotte in [A-W3], si studiano diversi aspetti delle contrazioni di Fano-Mori attraverso esempi (capitolo 1) e teoremi di struttura (capitoli 3 e 4). Si discutono anche alcune applicazioni allo studio di morfismi birazionali propri...
Contractions rationnelles des variétés algébriques
Contrazioni estremali e geometria n-dimensionale
Convex bodies and algebraic geometry [Book]
Convexity properties of coverings of smooth projective varieties.