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Andrea
  • Member for 9 years, 2 months
  • Last seen more than 3 years ago
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Complex symplectic reduction
Look at page 273 of Kobayashi's Differential Geometry of Complex Vector Bundles.
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Quotient of trivial bundles
Could you please clarify the relation between the quotient bundle and the homotopy class of the map $X\to S^{n-1}$ representing the subbundle?
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Zero scheme of global sections of vector bundles on affine varieties
Very clear, thanks a lot. Interesting that $(6)\Rightarrow (3)$ does not work for general $M$, also considered what it means geometrically. It would be nice to understand whether there are counterexamples.
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Zero scheme of global sections of vector bundles on affine varieties
No, any proof of that fact would be welcome, though I would be particularly interested in seeing one that does not use localizations.
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Zero scheme of global sections of vector bundles on affine varieties
I agree that $Z=Z(s)$ is Zariski closed, but I want to show that it is precisely the zero set of the ideal $I_s$.
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