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Waterloo, Ontario
Lie algebra homology and cohomology, quantum deformations of exterior and symmetric algebras, differential Galois theory, presheaves, sheaves, categories, supergraded superalgebras, supersymmetry theory, twisted adjoint representations, spin groups, Grassmannian manifolds, Kunneth theorems, derived functor cohomology, algebraic geometry over non-associative Moufang loops. We will be covering volumes 1 through 12 from Bourbaki, but most of the course will consist of meditation and solving the Riemann hypothesis.
Added by Anonymous on 2011-09-30 18:55:20
| pokemon132 - 2013-03-03 17:38:27 MULTIPLE CHOICE FINAL LOL |
| pokemon123 - 2013-03-03 17:37:47 TRIVIAL 100 |
| trolololol - 2013-03-03 17:37:43 100% assignment (there is only one assignment consisting of one completely trivial question) |
| lololololol - 2013-03-03 17:37:16 TRIVIAL. |
| foofoo - 2011-11-30 15:13:51 I took this course with Professor D. Belanger. It was pretty trivial. |
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