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assigned tag 0BAR
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2015-05-13 |
4a51989
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Tags: Added new tags
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created statement with label lemma-codimension-0-points-dense in spaces-properties.tex
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2015-05-12 |
46ef878 |
Codimension 0 points on algebraic spaces
This is a rather large set of changes all related to different ways of
saying what it means to have a ``generic point'' on an algebraic space.
One particularly nice lemma says that an algebraic space which locally
(in a suitable sense) has finitely many generic points is automatically
a reasonable algebraic space (in particular decent). The proof is the
same as the argument showing that a decent locally Noetherian algebraic
space is quasi-separated.
These types of results may be useful in the future as tools to decide
whether a given algebraic space is decent and/or quasi-separated.
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