History of tag 07B3
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changed the proof
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2022-01-05 |
1f9285c |
Make notation for modules on stacks more uniform
It is possible that these changes make the problem worse!
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changed the statement and the proof
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2013-05-24 |
719c185 |
LaTeX: \etale
Introduced the macro
\def\etale{{\acute{e}tale}}
and replaced all occurences of \acute{e}tale by \etale
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changed the proof
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2013-05-18 |
e06963e |
Move lemma earlier
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moved the statement to file stacks-perfect.tex
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2013-02-22 |
50a9d1d |
Split chapter Cohomology of Stacks; added new chapter
Reason: Same structure as for schemes and spaces
New chapter added to the project
Filename: stacks-perfect.tex
Title: Derived Categories of Stacks
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changed the statement and the proof
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2013-02-22 |
50a9d1d |
Split chapter Cohomology of Stacks; added new chapter
Reason: Same structure as for schemes and spaces
New chapter added to the project
Filename: stacks-perfect.tex
Title: Derived Categories of Stacks
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assigned tag 07B3
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2011-12-07 |
a9c3de7
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TAGS: Added new tags
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created statement with label lemma-higher-shriek-quasi-coherent in stacks-cohomology.tex
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2011-12-04 |
b20e14a |
QCoh on lisse-etale is weak serre
The proof of this is now finally done. What's more important is
that we have finally proved the result that is going to be a key
ingredient later on, namely that Lg_!H with H quasi-coherent on
the lisse-etale site) is a complex whose cohomology sheaves are
locally quaasi-coherent and have the flat base change property.
Essentially this is saying the following: Given a ring A and a
module M the functor
B |---> Tor_p^A(B, M)
is locally quasi-coherent and has the flat base change property.
This is obvious as these Tor groups can be computed using a
fixed free resolution of M.
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