History of tag 01WM
Go back to the tag's page.
type |
time |
link |
changed the statement
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2019-01-21 |
a09d0f7 |
Slogans by slogan_bot
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changed the proof
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2015-03-26 |
4168d71 |
Proper + rel ample sheaf => locally projective
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changed the proof
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2012-01-17 |
b82b004 |
Clarification surjectivity in proof Lemma Tag 01WN
Hopefully this is a clarification and doesn't make the thing
harder to read...
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changed the proof
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2012-01-17 |
a8546b6 |
Mistake in the proof of tag 01WN
There is a mistake in the stacks project (in morphisms, proof of
lemma 41.7, tag 01WM). The set denoted I' is said to be an
ideal, but it is not since it does not contain any multiple of
y.
In the file I am sending you there is a corrected version I
wrote with my advisor. The idea is the same, but the mistake I
pointed out above is avoided and it does not mention the
projective line.
Best regards,
Alberto Gioia.
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changed the proof
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2011-08-10 |
65ce54f |
LaTeX: \Spec
Introduced the macro
\def\Spec{\mathop{\rm Spec}}
and changed all the occurences of \text{Spec} into \Spec.
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changed the statement and the proof
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2009-06-11 |
91dafa5 |
Cohomolgoy and base change improved
Changed corresponding tags in tags/tags
Added more variants of etale localizing quasi-finite maps
Started section on structure of quasi-finite maps
Improved section on proper morphisms
Improved section on integra; and finite morphisms
Characterizing integral morphisms as universally closed and affine
Comment added to section on proper maps in topology
modified: coherent.tex
modified: more-morphisms.tex
modified: morphisms.tex
modified: schemes.tex
modified: tags/tags
modified: topology.tex
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assigned tag 01WM
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2009-05-16 |
fad2e12
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Started tags infrastructure
new file: scripts/add_tags.py
modified: scripts/functions.py
new file: tags/initial_tags
new file: tags/tags
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created statement with label lemma-integral-universally-closed in morphisms.tex
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2009-03-20 |
745916a |
Starting to write proof of finite surjective with source affine has
target affine
modified: algebra.tex
modified: limits.tex
modified: morphisms.tex
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