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The space of stability conditions on the local projective plane

DUKE MATHEMATICAL JOURNAL, no. 2 (2011): 263-322

Cited by: 68|Views9

Abstract

We study the space of stability conditions on the total space of the canonical bundle over the projective plane. We explicitly describe a chamber of geometric stability conditions and show that its translates via autoequivalences cover a whole connected component. We prove that this connected component is simply connected. We determine th...More

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