[AG+CA] Arithmetically Cohen - Macaulay vector bundles on hypersurfaces in P4.
SPEAKER | Carlo Madonna
INSTITUTE | Universidad Autonoma de Madrid
DATE | July 28(Mon), 2014
TIME | 16:00
PLACE | 1424
ABSTRACT | I will survey known results on the existence/classification results for rank 2 Arithmetically Cohen - Macaulay (ACM for short) vector bundles on smooth hypersurfaces in $\Bbb P^4$ and describe also some more recent results for rank 3 and 4 bundles on a general quartic and quintic hypersurfaces.