Can I read On Covering and Quasi-unsplit Families of Rational Curves on EtoBox?

On Covering and Quasi-unsplit Families of Rational Curves by Bonavero, L.; Casagrande, C.; Druel, S. is a scholarly article available to read on EtoBox.

What is On Covering and Quasi-unsplit Families of Rational Curves about?

We study extremality properties of covering families of rational curves on projective varieties. Among others, we show that on a normal and Q-factorial projective variety of dimension at most 4, every covering and quasi-unsplit family of rational curves generates a geometric extremal ray of the Mori cone.

Author

Bonavero, L.; Casagrande, C.; Druel, S.

Published

2005

Language

EN