3 papers
math.AG2000
On the moduli space of the Schwarzenberger bundles
Paolo Cascini
By proving a particular case of a conjecture of Drezet, we show that a component of the Maruyama scheme of the semi-stable sheaves on the projective space $\PP^n$ of rank n and Che…
math.AG1999
On a compactification of the moduli space of the rational normal curves
Paolo Cascini
For any odd , we describe a smooth minimal (i.e. obtained by adding an irreducible hypersurface) compactification of the quasi-projective homogeneous variety $S_{n}…
math.AG1999
Weighted Tango Bundles And Their Moduli Spaces
Paolo Cascini
We define a new class of holomorphic (n-1)-bundles on the n-dimensional complex projective space, that contains the Tango bundles and their stable Horrock's pull-backs; we show tha…