History of tag 0BJN
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type |
time |
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changed the proof
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2022-01-23 |
9cee969 |
Try to use L/K notation for field extensions
We could also try to consistenly use "field extension" and not just
"extension" and consistently use "ring extension", etc.
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moved the statement to file dualizing.tex
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2017-06-06 |
88aea54 |
Move material on formal fibres
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moved the statement to file duality.tex
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2017-06-06 |
a866f45 |
Three new chapters
Titles: "Duality for Schemes", "Discriminants", "Local Cohomology"
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changed the statement and the proof
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2016-03-08 |
06d9a85 |
Fix mistake in more-algebra
Not a fatal mistake by any means and not bad at all, but annoying to
fix. Namely, it seems that we need to use the following when we prove
that our property is inherited by henselization or strict
henselization: given
k ---> k' ---> R
where the first arrow is a separable algebraic extension of fields and
where k ---> R has property P, then k' ---> R has property P as well.
Now if k'/k is finite, then this follows from (A) and (B). But in the
case of an infinite extension it does not seem to formally follow from
(A) and (B). Thus we added it as a new property and we checked this
property in all of the cases...
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changed the proof
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2016-02-20 |
daa0fe1 |
Bit more on Gorenstein morphisms
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changed the proof
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2016-02-11 |
42461c9 |
Start section on gorenstein morphisms
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changed the proof
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2015-07-08 |
ed4fef1 |
Got carried away on local Lefschetz
It turns out that the results in this commit can all be sharpened
considerably by using the method of the paper by Bhatt and de Jong
and the proofs become easier as well...
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assigned tag 0BJN
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2015-07-01 |
7652d4a
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Tags: Added new tags
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created statement with label lemma-formal-fibres-gorenstein in dualizing.tex
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2015-06-29 |
dade452 |
Gorenstein formal fibres
Plus some lemmas about Gorenstein local rings
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