Smoothness of the moduli space of complexes of coherent sheaves on an abelian or a projective K3 surface |
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Authors: | Michi-aki Inaba |
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Institution: | Department of Mathematics, Kyoto University, Kyoto 606-8502, Japan |
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Abstract: | For an abelian or a projective K3 surface X over an algebraically closed field k, consider the moduli space of the objects E in Db(Coh(X)) satisfying and Hom(E,E)≅k. Then we can prove that is smooth and has a symplectic structure. |
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Keywords: | MSC: 14D20 18E30 |
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