Comments on: Connes-Consani for undergraduates (3)
http://cage.ugent.be/~kthas/Fun/index.php/connes-consani-for-undergraduates-3.html
ceci n'est pas un corpsFri, 31 Dec 2010 14:26:13 +0000hourly1http://wordpress.org/?v=3.2.1By: neverendingbooks » Blog Archive » noncommutative F_un geometry (1)
http://cage.ugent.be/~kthas/Fun/index.php/connes-consani-for-undergraduates-3.html/comment-page-1#comment-175
neverendingbooks » Blog Archive » noncommutative F_un geometry (1)Sun, 28 Dec 2008 21:32:13 +0000http://matrix.cmi.ua.ac.be/fun/?p=297#comment-175<p>[...] did in the C-C-series (the forgetful functor) it is easy to prove (using the same proof as given in this post) that the forgetful-functor still has as its integral form the integral torus . However, both [...]</p>
[...] did in the C-C-series (the forgetful functor) it is easy to prove (using the same proof as given in this post) that the forgetful-functor still has as its integral form the integral torus . However, both [...]]]>