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14555
  • Member for 13 years, 11 months
  • Last seen more than 10 years ago
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Is being finitely generated a local property?
Well, in this case I don't think there's a lot to choose from: from what I understood in EGA I (6.3.3), Grothendieck's proof is almost literally the same. I just wanted to provide an option of not looking in EGA: I myself don't read french, so I really don't like it when made to look there.
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Is being finitely generated a local property?
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