Rank two aCM bundles on general determinantal quartic surfaces in $${mathbb {P}^{3}}$$ |
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| Authors: | Gianfranco Casnati |
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| Affiliation: | 1.Dipartimento di Scienze Matematiche,Politecnico di Torino,Torino,Italy |
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| Abstract: | Let (Fsubseteq {mathbb {P}^{3}}) be a smooth determinantal quartic surface which is general in the Nöther–Lefschetz sense. In the present paper we give a complete classification of locally free sheaves ({mathcal E}) of rank 2 on F such that (h^1(F,{mathcal E}(th))=0) for (tin mathbb {Z}). |
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