ouf, cqfd, petit carré, etc.
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Tuesday, May 7th, 2013
| Time |
Event |
| 10:13p |
because of the joy
``There are only a few groups with this property. They were studied by
Serre and Grothendieck [GS58] who classified all such groups over
algebraically closed fields. They called them "special groups"
(probably because of the joy of saying things like: "the general
linear group is special" or better still: "the special orthogonal
group is not special").'' | | 11:29p |
кстати
вот есть этальная \pi_1. а есть ли этальная \pi_2?
вот вопрос. |
|