Resumen de On Some Moduli Spaces of Bundles on K3 Surfaces
We give infinitely many examples in which the moduli space of rank 2 H-stable sheaves on a K3 surface S endowed by a polarization H of degree 2g ¿ 2, with Chern classes c1 = H and c2 = g ¿ 1, is birationally equivalent to the Hilbert scheme S[g ¿ 4] of zero dimensional subschemes of S of length g ¿ 4. We get in this way a partial generalization of results from [5] and [1].
