#### Filter Results:

- Full text PDF available (24)

#### Publication Year

1970

2019

- This year (16)
- Last 5 years (31)
- Last 10 years (42)

#### Publication Type

#### Co-author

Learn More

- Edoardo Sernesi
- 2006

- Edoardo Sernesi
- 1984

Introduction . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 25 w 1. Generalities on families of curves in IP' . . . . . . . . . . . . . . . . . . . . . . 28 w The map ~0(D) . .… (More)

- Edoardo Sernesi
- 2014

We study the 0-th local cohomology module H m (R(f)) of the jacobian ring R(f) of a singular reduced complex projective hypersurface X, by relating it to the sheaf of logarithmic vector fields along… (More)

the family Vd,δ of plane irreducible curves of degree d having exactly δ nodes and no other singularities is non empty and everywhere smooth of codimension δ in the linear system |O(d)|. If C ∈ Vd,δ… (More)

- Edoardo Sernesi
- 1975

Let C be a Brill-Noether-Petri curve of genus g\geq 12. We prove that C lies on a polarized K3 surface, or on a limit thereof, if and only if the Gauss-Wahl map for C is not surjective. The proof is… (More)

Plane quartics containing the ten vertices of a complete pentalateral and limits of them are called Lüroth quartics. The locus of singular Lüroth quartics has two irreducible components, both of… (More)

We prove that a general complex projective plane quartic curve is uniquely determined by its 28 bitangent lines. A similar property (called theta-property in the paper) is proved for a general… (More)

We study the degree of the Gauss map of the theta divisor of principally polarised complex abelian varieties. Thanks to this analysis, we obtain a bound on the multiplicity of the theta divisor along… (More)

We investigate the modular properties of nodal curves on a low genus K3 surface. We prove that a general genus g curve C is the normalization of a d-nodal curve X sitting on a primitively polarized… (More)