On the Severi problem.
On the Shafarevich-Tate group of the jacobian of a quotient of the Fermat curvature.
On the singularities of Polar curves.
On the smallest degree of a surface containing a space curve
Sia una curva dello spazio di grado contenuta in una superficie di grado e non in una di grado . Se è integra, allora ; questo limite superiore, raggiunto in alcuni casi (cfr. [5]), non vale però per curve arbitrarie (cfr. [?, 3 (iii)]). Ogni curva dello spazio (anche non ridotta o riducibile) può essere ottenuta come schema degli zero di una sezione non nulla di un opportuno fascio riflessivo di rango 2. Mediante i fasci riflessivi, siamo in grado di estendere alle curve riducibili...
On the space curves with the same dual varietey.
On the space curves with the same image under the Gauss maps.
On the space of Shottky-Mumford curves
On the spectral geometry of algebraic curves.
On the square root of special values of certain L-series.
On the stability of the restricted bundle of space curves contained in a quartic surface.
On the Stable Reduction of Pencils of Curves.
On the stratification of the moduli space of Mumford curves
On the structure of non-excellent curve singularities in characteristic
On the Structure of the Birational Abel Morphism.
On the Tate constant
On the tautological ring of Mg.
On the theory of Riemann's Integrals
On the topological triviality along moduli of deformations of singularities
It is well known that versal deformations of nonsimple singularities depend on moduli. However they can be topologically trivial along some or all of them. The first step in the investigation of this phenomenon is to determine the versal discriminant (unstable locus), which roughly speaking is the obstacle to analytic triviality. The next one is to construct continuous liftable vector fields smooth far from the versal discriminant and to integrate them. In this paper we extend the results of J....
On the torsion subgroups of elliptic curves over totally real fields.
On the triple ...-functions.