(ↄ) | Dror Bar-Natan: AcademicPensieve: | About Recent Changes This Month Random |
Also active this month:
Projects: GPV,
Projects: Arrow_Diagrams_and_gl(N),
Annotations/Etingof - Kazhdan.
Note that all 09-240 material that was here moved to
Classes: 09-240.
Note that all 09-1350 (AKT) material that was here moved to
Classes: 09-1350.
Page | Created (UT) | Last Modified (UT) | |
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1 | Random | 2009-09-14 13:10:40 | 2009-09-25 20:04:17 |
2 | KAL-090902 | 2009-09-02 18:59:07 | 2009-09-02 20:21:21 |
3 | Descending 6Ts | 2009-09-02 22:44:30 | 2009-10-23 13:09:38 |
4 | Link from Dylan | 2009-09-03 21:30:04 | 2009-09-04 12:42:55 |
5 | Tips from Your Graduate Coordinator | 2009-09-08 16:25:01 | 2009-10-02 11:45:56 |
6 | Expansions for semi-direct products | 2009-09-08 23:49:37 | 2009-09-15 13:53:03 |
7 | Cosh | 2009-09-09 00:22:33 | 2009-09-09 00:43:13 |
8 | XII | 2009-09-09 12:59:55 | 2009-09-10 02:22:55 |
9 | Ram Murty@Colloq: Transcendental Numbers and L-functions | 2009-09-09 18:12:57 | 2009-09-09 18:34:39 |
10 | Newton's Method | 2009-09-10 21:00:53 | 2009-09-10 21:27:43 |
11 | Kolmogorov's Theorem | 2009-09-12 15:19:56 | 2009-09-26 18:35:36 |
12 | More on R/G | 2009-09-14 14:01:29 | 2009-09-30 00:47:32 |
Notebook (.pdf) | Source (.nb) | Created | Last Modified | Summary | |
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1 | DerivationsOnRedOverGreen | source | 2024-03-17 10:27:42 | 2009-09-21 09:25:41 | Are there well-defined derivations on A(r/g)? |
2 | EquivalenceClassses | source | 2024-03-17 10:27:42 | 2009-09-16 14:25:18 | Code to find equivalence classes, given some "decleration of equivalence". |
3 | Hilbert13th-StepI | source | 2024-03-17 10:27:42 | 2009-09-27 18:32:50 | The first step of the Kolmogorov-Arnol'd solution of Hilbert's 13th problem. |
4 | LinkFromDylan | source | 2024-03-17 10:27:42 | 2009-09-03 17:12:55 | |
5 | NewtonsMethod | source | 2024-03-17 10:27:42 | 2009-09-10 16:16:09 | |
6 | RegularRedOverGreenExpansion | source | 2024-03-17 10:27:42 | 2009-09-21 08:42:19 | Figure out if there is a homomorphic expansion for regular red-over-green tangles. (only a start...) |