Lazarsfeld-Mukai bundle and applications to the geometry of projective curves
 
Marian Aprodu (Institute of Mathematics "Simion Stoilow", Bucharest)



This talk is mainly based on a joint work with Gavril Farkas. Using vector bundles techniques and degenerations to nodal curves, we prove that the shape of the minimal resolution of the homogeneous ideal of a linearly normal projective K3 surface is completely determined by the geometry of hyperplane sections.



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