History of tag 0FEW
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type |
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changed the statement
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2023-03-05 |
181f1d6 |
missing otimes Q
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changed the statement and the proof
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2023-03-02 |
9e4821d |
Small improvement to chow
THanks to WhyFiniteDimension
https://stacks.math.columbia.edu/tag/0FEQ#comment-7964
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changed the statement
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2023-01-14 |
d448e28 |
Remove an assumption
Thanks to WhyAffineDiagonal
https://stacks.math.columbia.edu/tag/0FEW#comment-7997
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changed the proof
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2022-03-14 |
941a538 |
A couple more applications
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assigned tag 0FEW
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2019-08-28 |
c905dd0
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Tags: added new tags
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changed the statement and the proof
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2019-08-27 |
555ec2f |
Rational intersection product regular schemes
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changed the proof
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2019-08-19 |
af523bf |
Fixed weil through the projection formula
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changed the statement and the proof
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2019-07-19 |
dd3e808 |
New macro for Chow groups
Introduced mainly to distinguish between Chow groups of cycles of
codimension p and bivariant classes of degree p
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created statement with label proposition-K-tensor-Q in chow.tex
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2019-05-30 |
0331213 |
K_0(Coh) otimes Q equals chow
First case we can prove directly using localized chern classes
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