Geometry of some moduli of bundles over a very general sextic surface for small second Chern classes and Mestrano-Simpson conjecture (Q2088647)
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| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Geometry of some moduli of bundles over a very general sextic surface for small second Chern classes and Mestrano-Simpson conjecture |
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Geometry of some moduli of bundles over a very general sextic surface for small second Chern classes and Mestrano-Simpson conjecture (English)
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6 October 2022
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Let \(S\) be a very general sextic surface over complex numbers in the projective space of 3 dimension. In this paper, the authors study the configuration of certain locally complete intersection zero-dimensional subschemes on \(S\) satisfying Cayley-Bacharach property.
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vector bundles
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Cayley-Bacharach property
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Mestrano-Simpson conjecture
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