History of tag 0AGD
Go back to the tag's page.
| type |
time |
link |
|
assigned tag 0AGD
|
2014-06-27 |
d3f2e91
|
Tags: Added new tags
Also fixed a few references
|
|
created statement with label lemma-scheme-theoretic-image-is-proper in spaces-morphisms.tex
|
2014-06-25 |
9f4531d |
Coequalizers of some natural equivalence relations
The first result is that if Y ---> X is surjective proper, then
the coequalizer of the two maps Y x_X Y ---> Y exists, is finite over X
and is in fact universally homeomorphic to X.
The second result says something more if Y consists of a blowing up in a
closed disjoint union the closed.
|