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6$\begingroup$ This is a good idea, but I'm not convinced that $X^s$ is a scheme. Infinite products and inverse limits of non-affine schemes can be rather thorny. $\endgroup$S. Carnahan– S. Carnahan ♦2013-07-29 04:10:56 +00:00Commented Jul 29, 2013 at 4:10
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$\begingroup$ Thorny or nonexistent? $\endgroup$Will Sawin– Will Sawin2013-07-29 04:18:27 +00:00Commented Jul 29, 2013 at 4:18
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3$\begingroup$ Inverse limits of arbitrary diagrams don't exist in the category of schemes. How does the argument deal with that? At least it seems to show that $X^s$ exists as a pro-scheme... $\endgroup$Jonathan Wise– Jonathan Wise2013-07-29 04:19:46 +00:00Commented Jul 29, 2013 at 4:19
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2$\begingroup$ mathoverflow.net/questions/65506/… $\endgroup$Eric Wofsey– Eric Wofsey2013-07-29 04:22:04 +00:00Commented Jul 29, 2013 at 4:22
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2$\begingroup$ Yes, this is of course the obvious flaw. But at least we can see that any counterexample must be pathological in some exciting new way, namely that it has infinitely many incompatible maps to separated schemes. $\endgroup$Will Sawin– Will Sawin2013-07-29 04:54:28 +00:00Commented Jul 29, 2013 at 4:54
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