11 citations · 17 across the 3 of their papers we have counts for
3 papers
math.AG2012★ 3 cited
Apolar Ideal and Normal Bundle of Rational Curves
Alessandro Bernardi
As in our previous work [1] we address the problem to determine the splitting of the normal bundle of rational curves. With apolarity theory we are able to characterize some partic…
math.AG2012★ 11 cited
Normal Bundle of Rational Curves and Waring Decomposition
Alessandro Bernardi
The problem of determining the splitting of the normal bundle of rational space curves has been considered in the 80s in a series of papers by Ghione and Sacchiero and by Eisenbud…
math.AG2010★ 3 cited
Derived Categories of Toric Fano 3-Folds via the Frobenius Morphism
Alessandro Bernardi, Sofia Tirabassi
In a work of Costa and Miró-Roig state the following conjecture: Every smooth complete toric Fano variety has a full strongly exceptional collection of line bundles. The goal of th…