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The Stacks project

History of tag 03QM

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changed the statement 2020-11-13 4206155
chern -> Chern and noetherian -> Noetherian

Thanks to Lor Gro
https://stacks.math.columbia.edu/tag/0FWC#comment-5372
changed the statement 2010-04-18 6fd209f
Etale Cohomology: Local rings and henselization

	Tying the etale local ring to the strict henselization of the
	"usual" local ring. Mainly just fluff.

	What is missing in the section on henselian local rings in the
	algebra chapter is a better characterization of the (strict)
	henselization, or rather, it has to be stated and proved that
	the defining properties characterize the henselization.
changed the statement 2010-04-14 d93453d
Etale Cohomology: Section on henselian rings improved
changed the statement 2010-01-06 d0eceeb
Etale Cohomology: More edits
assigned tag 03QM 2009-12-21 5da02f9
Tags: Added new tags

	Mainly new tags for lemmas/propositions/theorems in the chapter
	on etale cohomology.
changed the statement 2009-12-19 3e3ffd0
Etale Cohomology: White space changes only
changed the label to remark-henselization-Noetherian 2009-12-19 da123db
Etale COhomology: More edits

	Coding style...
changed the statement 2009-12-19 da123db
Etale COhomology: More edits

	Coding style...
changed the statement 2009-12-19 c3c8fb6
Etale Cohomology: Lots of edits

	One of the problems is that the coding style is completely
	different and nonuniform. Another is that there is a lot of
	material for which it will not be possible to find proofs
	internally in the stacks project for a long time. Perhaps we
	need to introduce a way of indicating this in the document.

	A better solution is perhaps to add only those parts to the
	actual stacks book published on the web which mesh well with
	the stacks project.
created statement with label in etale-cohomology.tex 2009-12-18 26c21e9
Etale Cohomology: Lecture notes from a course

	Taken by Thibaut Pugin, Zachary Maddock and Min Lee (in reverse
	alphabetical ordering).

	Fall 2009 Mathematics G6289 section 001
	ALGEBRAIC GEOMETRY

	The topic was etale cohomology of schemes. The intent was to
	work through the chapters [Arcata] and [Rapport] of SGA 4 1/2.
	The class met Tuesday and Thursday from 11-12:15 in Room 307 of
	the Mathematics Building.