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<< Notebook Pages >>

 PageCreated (UT)Last Modified (UT)
1 Sheffield talk preps 2013-01-19 12:26:21 2013-02-03 16:09:31
2 A very careful derivation of the P equations 2013-02-03 10:49:59 2013-02-08 18:45:08
3 Simplifying P 2013-02-04 10:28:35 2013-02-04 11:27:03
4 Understanding P 2013-02-04 14:14:21 2013-02-04 14:41:08
5 John Jones on "The Hochschild cochain complex, operads, and the Deligne conjecture I" 2013-02-05 09:34:38 2013-02-05 15:23:39
6 John Jones on "The Hochschild cochain complex, operads, and the Deligne conjecture II" 2013-02-05 11:51:46 2013-02-05 15:33:23
7 --- Jones: Hochschild, loops, and Chen 2013-02-05 16:12:44 2013-02-05 16:47:29
8 Lochak on "A brief introduction to the etale fundamental group and to the Galois action" 2013-02-19 22:09:54 2013-02-20 00:53:17
9 Schneps on "Profinite braid groups; first appearance of GT" 2013-02-20 23:10:54 2013-02-22 00:38:06
10 Calaque: Formality, obstructions to formality, and a key argument in the proof of the formality conjecture I 2013-02-26 00:18:13 2013-02-26 00:58:01
11 Chasing the MVA 2013-02-08 10:00:53 2013-02-08 11:14:51
12 Group cohomology 2013-02-08 18:33:19 2013-02-10 17:14:51
13 --- Group cohomology, low cases 2013-02-09 11:07:17 2013-02-10 17:09:01
14 --- Group cohomology of pure braids 2013-02-10 17:19:14 2013-02-10 20:28:31
15 The t action axiom 2013-02-12 19:55:26 2013-02-13 15:26:11
16 Scratch 2013-02-21 15:48:50 2013-02-21 15:49:35
17 Conversation with Scott Carter 2013-02-21 23:43:03 2013-02-21 23:57:37
18 Proving the J properties 2013-02-25 14:16:06 2013-03-20 13:31:03
19 Functions from the Lie algebra to the group 2013-02-28 00:59:15 2013-02-28 01:12:06
(.one source file for all pages above)

<< Mathematica Notebooks >>

 Notebook (.pdf)Source (.nb)CreatedLast ModifiedSummary
1 FreeLie source 2015-12-17 20:14:15 2013-03-01 10:50:34 A free-Lie calculator with lazy evaluation for series; continues 2012-12, continued 2013-03.
2 JExperiments-Program source 2015-12-17 20:14:15 2013-02-28 20:59:47 Experiments with RC, JA, and J; much borrowed from pensieve://Projects/KBH, and hopefully will be returned.
3 JExperiments-Tests source 2015-12-17 20:14:15 2013-03-01 10:40:26 To be run after executing JExperiments-Program.nb.
4 LittlePrince source 2015-12-17 20:14:15 2013-02-24 22:04:27 Maximize gravity on a little prince, following Greg Kuperberg.
5 Recycling-130204 source 2015-12-17 20:14:15 2013-02-04 06:19:34  
6 WorkWithOleg source 2015-12-17 20:14:15 2013-02-20 17:35:48 Finding the MVA in β-calculus, with Oleg Chterental.

<< Links >>

  1. Studied 2013-02-07 14:25:54: [0910.5500] Willerton- Heuristic and computer calculations for the magnitude of metric spaces.
  2. Studied 2013-02-08 14:54:01: [1302.0180] Lackenby- A polynomial upper bound on Reidemeister moves.
  3. Studied 2013-02-14 10:17:35: [1302.1507] Mkrtchyan- Nonperturbative universal Chern-Simons theory.
  4. Studied 2013-02-16 16:04:16: A Green Light.
  5. Studied 2013-02-19 12:35:08: [math0509302v1] Kodiyalam, Sunder- Planar algebras and Kuperberg's 3-manifold invariant.
  6. Studied 2013-02-28 16:52:50: On Tamarkin's proof of Etingof-Kazhdan quantization of Lie bialgebra - MathOverflow.

<< Images >>


NewtonInstitute-6.jpg

Note_15_01.jpg

Note_16_01.jpg

Note_20130224_085740_01.jpg

<< Other Files >>

FreeLie.m  


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[0910.5500] Willerton- Heuristic and computer calculations for the magnitude of metric spaces.URL   [1302.0180] Lackenby- A polynomial upper bound on Reidemeister moves.URL   [1302.1507] Mkrtchyan- Nonperturbative universal Chern-Simons theory.URL   2012-09 - Shortcut.lnk   2013-01 - Shortcut.lnk   AcademicPensieve - Shortcut.lnk   A Green Light.URL   Books - Shortcut.lnk   CDMReview - Shortcut.lnk   dbnsymb - Shortcut.lnk   FreeLie.m   FreeLie.nb   Gadgets - Shortcut.lnk   index.html   JExperiments-Program.nb   JExperiments-Tests.nb   KBH - Shortcut.lnk   LittlePrince.nb   [math0509302v1] Kodiyalam, Sunder- Planar algebras and Kuperberg's 3-manifold invariant.URL   Mathematica - Shortcut.lnk   MetaMonoids - Shortcut.lnk   NCGE - Shortcut.lnk   NewtonInstitute-6.jpg   Note_15_01.jpg   Note_16_01.jpg   Note_20130224_085740_01.jpg   On Tamarkin's proof of Etingof-Kazhdan quantization of Lie bialgebra - MathOverflow.URL   Recycling-130204.nb   Videos - Shortcut.lnk   WorkWithOleg.nb