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moved the statement to file obsolete.tex 2020-12-12 53e2e3d
Move old version pullback K-flat out of the way

to make room for the new and improved version in the next commit
changed the statement 2020-12-12 53e2e3d
Move old version pullback K-flat out of the way

to make room for the new and improved version in the next commit
changed the statement 2017-08-05 0f88016
Final fallout error fixed in f6e7e84c

This is quite annoying, but the original argument relied on the
erroneous lemma from the commit given above...

Question: Is it actually just true that the pullback of a K-flat complex
along a morphism of ringed topoi is K-flat? Seems to me this is possibly
true but I don't immediately see how to prove it.

Also, it does not seem terribly important.
changed the statement 2017-03-16 5e0f348
K-flat = stalks K-flat

in the case there are enough points
changed the statement 2011-11-20 4c3c010
Precise form of K-flat resolutions

	Helper lemma for upcoming study of modules on lisse-etale sites.
assigned tag 06YX 2011-08-04 19351ae
Tags: Added new tags
created statement with label remark-pullback-K-flat in sites-cohomology.tex 2011-08-04 babd833
Derived pullback for morphisms of topoi

	Still using the assumption on the existence of points to see
	that pullbacks of flat modules are flat. Does somebody want to
	write a section on local inductive limits...?