95 citations · 146 across the 28 of their papers we have counts for
31 papers
Coxeter theory for curves on blowups of
Olivia Dumitrescu, Rick Miranda
We investigate the study of smooth irreducible rational curves in , a general blowup of at general points, whose normal bundle splits as a direct sum of l…
Irrational nef rays at the boundary of the Mori cone for very general blowups of the plane
Ciro Ciliberto, Rick Miranda, Joaquim Roé
In this paper we develop a technique for discovering (non-effective) irrational rays at the boundary of the Mori cone for linear systems on a general blowup of the plane, and give…
The moduli space of rational elliptic surfaces of index two
Rick Miranda, Aline Zanardini
In this paper we construct a moduli space for marked rational elliptic surfaces of index two as a non-complete toric variety of dimension nine. We also construct compactifications…
Non effective planar linear systems at the boundary of the Mori cone
Ciro Ciliberto, Rick Miranda
In this paper we prove that certain linear systems (and all their multiples) of plane curves with general base points and zero--self intersection are empty, thus exhibiting further…
Examples of non--effective rays at the boundary of the Mori cone of blow--ups of the plane
Ciro Ciliberto, Rick Miranda
In this paper we prove that no multiple of the linear system of plane curves of degree with a point of multiplicity (with ) and simple ge…
On -Curves in Blowups of
Olivia Dumitrescu, Rick Miranda
In this paper we study -curves with in the blown up projective space in general points. The notion of -curves was analyzed in the earl…