Sheaves on local Calabi-Yau varieties

Mathematics – Algebraic Geometry

Scientific paper

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23 pages. Comments are welcome

Scientific paper

We investigate sheaves supported on the zero section of the total space of a
locally-free sheaf E on a smooth, projective variety X when the top exterior
power of E is isomorphic to the canonical bundle of X. We rephrase this
construction using the language of A-infinity algebra and provide a simple
characterisation of the case E is simply the canonical bundle itself.

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