Admissible sheaves on P3
Marcos Jardim
Abstract
Admissible locally-free sheaves on P3, also known in the literature as mathematical instanton bundles, arise in twistor theory, and are in 1-1 correspondence with instantons on R4. In this paper, we study admissible sheaves on P3 from the algebraic geometric point of view. We discuss examples and compare the admissibility condition with semistability and splitting type.
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