activity
20062026
most citedBig rational surfaces

64 citations · 193 across the 24 of their papers we have counts for

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16 papers · 1 filter

math.AG2020

Complex and tropical counts via positive characteristic

Marco Pacini, Damiano Testa

We reconcile the discrepancy between the complex and tropical counts of some enumerative problems reducing to positive characteristic. Each problem that we consider suggests a prim…

math.AG2018

On a question of Dolgachev

Marco Pacini, Damiano Testa

For each even, positive integer , we define a rational self-map on the space of plane curves of degree , using classical contravariants. In the case of plane quartics, we sho…

math.AG2017

Reconstructing general plane quartics from their inflection lines

Marco Pacini, Damiano Testa

Let be a general plane quartic and let denote the configuration of inflection lines of . We show that if is any plane quartic with the same configuration o…

math.AG2017

3x3 Singular Matrices of Linear Forms

Damiano Testa

We determine the irreducible components of the space of 3x3 matrices of linear forms with vanishing determinant. We show that there are four irreducible components and we identify…

math.AG2015

A few questions about curves on surfaces

Ciro Ciliberto, Andreas Leopold Knutsen, John Lesieutre +4

In this note we address the following kind of question: let X be a smooth, irreducible, projective surface and D a divisor on X$satisfying some sort of positivity hypothesis, then…

math.AG2015★ 2 cited

On minimal rational elliptic surfaces

Antonio Laface, Damiano Testa

We construct projective -factorial Fano toric varieties and show that for any minimal rational elliptic surface there is one such toric variety and a div…