1-motivi di varietà proiettive semplicemente connesse e scoppiamenti
A Comparison Theorem.
A Decomposition Theorem for the Integral Homology of a Variety.
A generalization of Lichtenbaum's theorem on the cohomological dimension of algebraic varieties.
A geometric description of Hazama's exceptional classes
Sia una varietà abeliana complessa di tipo Mumford. In queste note daremo una descrizione esplicita delle classi eccezionali in trovate da Hazama in [Ha] e le descriveremo geometricamente usando la grassmaniana delle rette di .
A Hessenberg generalization of the Garsia-Procesi basis for the cohomology ring of Springer varieties.
A linear bound on the t-normality of codimension two subvarieties of ...n.
A remark on the rational cohomology of .
A Second Lefschetz Theorem for General Manifold Sections in Complex Projective Space.
A short proof of finite monodromy for analytically irreducible plane curves
Abelian Varieties Attached to Polarized K3-Surfaces.
Addendum to the paper : “Formal cohomology, analytic cohomology and non-algebraic manifolds”
Algebro-geometric analogues of Donaldson's polynomials.
An arithmetic characterisation of the symmetric monodromy groups of singularities.
Analytic Geometry on Real Algebraic Curves.
Asymptotic behaviour of numerical invariants of algebraic varieties
We show that if the degree of a nonsingular projective variety is high enough, maximization of any of the most important numerical invariants, such as class, Betti number, and any of the Chern or middle Hodge numbers, leads to the same class of extremal varieties. Moreover, asymptotically (say, for varieties whose total Betti number is big enough) the ratio of any two of these invariants tends to a well-defined constant.
Berechnung der Homologiegruppen singularitätenfreier algebraischer Hyperflächen und Konstruktion von Repräsentanten ihrer Erzeugenden
Castelnuovo's regularity and cohomological properties of sets of points in IPn.
Classes de cohomologie positives dans les variétés kählériennes compactes
Étant donnée une variété kählérienne compacte , on étudie dans l’espace vectoriel réel de cohomologie de Dolbeault le cône convexe des classes de Kähler ainsi que celui, plus grand, des classes de courants positifs fermés de type . Lorsque est projective, les traces de ces cônes sur l’espace de Néron–Severi engendré par les classes entières sont respectivement le cône des classes de diviseurs amples et l’adhérence de celui des classes de diviseurs effectifs.
Codimension-two Subvarieties of IPn with the Cohomology of a Complete Intersection.