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History of tag 06PZ

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changed the statement and the proof 2011-07-08 fac7245
Locally quasi-finite morphisms

	It actually takes a fair amount of work to esthablish good
	properties of the definition. The whole notion is intimately
	related to the notion of quasi-DM morphisms of algebraic stacks.
changed the proof 2011-06-15 78133d1
Fixed references to short titles

	using the script we will add in the next commit
assigned tag 06PZ 2011-06-15 2aa1b6c
Tags: Added new tags
changed the proof 2011-06-14 0ac63d8
Permanence of loc fin presented morphisms

	Proofs of lemmas needed in the description of the local
	structure of gerbes.
changed the statement and the proof 2011-06-14 0024f9f
Permance of flat morphisms

	Case of algebraic stacks... This is not the whole story but it
	is what we need now for the discussion of gerbes. I'm sure we'll
	have to pay later for our rash decision to add these simple
	cases here explicitly now:)
created statement with label lemma-descent-flat in stacks-morphisms.tex 2011-06-14 e855389
Flatness of gerbes

	The statement is that if X ---> Y is a morphism of algebraic
	stacks such that X is a gerbe over Y, then X ---> Y is
	surjective, flat, and locally of finite presentation.

	There are a couple of not-completely-trivial lemmas that I added
	in this commit whose proof I will add in the next couple of
	commits.