Duality Spectral Sequences for Weierstrass Fibrations and Applications
arXiv:1706.01923 · doi:10.1016/j.geomphys.2017.09.016
Abstract
We study duality spectral sequences for Weierstrass fibrations. Using these spectral sequences, we show that on a K-trivial Weierstrass threefold over a K-numerically trivial surface, any line bundle of nonzero fiber degree is taken by a Fourier-Mukai transform to a slope stable locally free sheaf.
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