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20082026
most citedGonality of curves on general hypersurfaces

10 citations · 15 across the 7 of their papers we have counts for

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8 papers · 1 filter

math.AG2026

Some Taylor varieties with null Hessian

Thais Gomes Ribeiro, Elena Guardo, Manuela Muzika Dizdarević +3

Taylor varieties arise from Taylor expansion of rational functions in variables. Among them, we look for non-defective hypersurfaces. We prove that the…

math.AG2021

On some components of Hilbert schemes of curves

Flaminio Flamini, Paola Supino

Let be the union of irreducible components of the Hilbert scheme whose general points parametrize smooth, irreducible, curves of degree , genus , which…

math.AG2020

Cones of lines having high contact with general hypersurfaces and applications

Francesco Bastianelli, Ciro Ciliberto, Flaminio Flamini +1

Given a smooth hypersurface of degree , we study the cones swept out by lines having contact order $h\geqs…

math.AG2020

On Fano schemes of linear spaces of general complete intersections

F. Bastianelli, C. Ciliberto, F. Flamini +1

We consider the Fano scheme of --dimensional linear subspaces contained in a complete intersection of multi--degree $\underline{d} = (d_1, \ldo…

math.AG2018

On complete intersections containing a linear subspace

Francesco Bastianelli, Ciro Ciliberto, Flaminio Flamini +1

Consider the Fano scheme parameterizing -dimensional linear subspaces contained in a complete intersection of multi-degree $\underline{d} = (d_…

math.AG2017

Nagata type statements

Joaquim Roé, Paola Supino

Nagata solved Hilbert's 14-th problem in 1958 in the negative. The solution naturally lead him to a tantalizing conjecture that remains widely open after more than half a century o…