Mathematics – Algebraic Geometry
Scientific paper
2009-07-20
Mathematics
Algebraic Geometry
15 pages
Scientific paper
We construct generalized Weyman complexes for coherent sheaves on projective
space and describe explicitly how the differential depend on the differentials
in the correpsonding Tate resolution. We apply this to define the Weyman
complex of a coherent sheaf on a projective variety and explain how certain
Weyman complexes can be regarded as Fourier-Mukai transforms.
Cox David
Materov Evgeny
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