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Instantons in complex geometry
March 18, 2011 10:20, Moscow


ACM vector bundles on hypersurfaces

Prabhakar Rao



Abstract: An Arithmetically Cohen Macaulay vector bundle on a hypersurface $X$ of projective space is a bundle $E$ for which $H^i(X,E(a))=0$ for any integer $a$ and any $i$ between $1$ and $\dim(X)-1$. We will discuss existence, constructions and applications of ACM bundles on smooth hypersurfaces.

Language: English


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