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<< Notebook Pages >>

 PageCreated (UT)Last Modified (UT)
1 Scratch 2016-12-12 00:34:26 2016-12-30 12:08:19
2 Accounting for time lost 2016-12-25 13:00:08 2016-12-25 13:13:05
(.one source file for all pages above)

<< Mathematica Notebooks >>

 Notebook (.pdf)Source (.nb)CreatedLast ModifiedSummary
1 CheapCFOptimization source 2016-12-01 11:53:40 2016-12-31 13:21:27 Cheap CF optimization for the NOE1 program (failed).
2 CheapCFOptimizationV2 source 2016-12-25 09:20:57 2016-12-25 09:43:17 Cheap CF optimization for the NOE1 program (V2, still failed).
3 CheapCFOptimizationV3 source 2016-12-30 07:47:34 2016-12-30 07:55:57 Cheap CF optimization for the NOE1 program (V3, use "Cancel", failed).
4 CheapCFOptimizationV4.5 source 2016-12-31 13:38:59 2016-12-31 14:18:13 Cheap CF optimization for the NOE1 program (V4.5, failed).
5 CheapCFOptimizationV4 source 2016-12-30 13:24:40 2016-12-30 14:01:14 Cheap CF optimization for the NOE1 program (V4).
6 CheapCFOptimizationV5 source 2016-12-31 13:05:17 2016-12-31 14:18:24 Cheap CF optimization for the NOE1 program (V5).
7 CheapCFOptimizationV6.1 source 2016-12-31 14:24:06 2016-12-31 14:30:31 Cheap CF optimization for the NOE1 program (V6.1).
8 CheapCFOptimizationV6.2 source 2016-12-31 14:27:52 2016-12-31 14:34:51 Cheap CF optimization for the NOE1 program (V6.2).
9 CheapCFOptimizationV6 source 2016-12-31 14:18:38 2016-12-31 14:35:18 Cheap CF optimization for the NOE1 program (V6).
10 index source 2016-12-12 23:42:18 2016-12-13 08:35:02  
11 KnotsForRoland source 2016-12-04 18:30:33 2016-12-04 18:31:17  
12 NOE1Polynomiality source 2016-12-05 11:45:27 2016-12-05 14:04:21 Figuring out polynomiality for the NOE1 program.
13 PolynomialQuotient source 2016-12-31 13:02:36 2016-12-31 13:02:36 Testing "PolynomialQuotient".
14 sl3brackets source 2017-01-08 17:06:13 2017-01-19 10:23:00 Figuring out the commutation relations of sl(3).

<< Links >>

  1. Studied 2016-08-19 10:44:09: Interactions between topological recursion, modularity, quantum invariants and low-dimensional topology Matrix.
  2. Studied 2016-12-10 11:36:54: Globular.
  3. Studied 2016-12-12 23:32:27: [1608.01812] Goundaroulis, Lambropoulou- A new two-variable generalization of the Jones polynomial.
  4. Studied 2016-12-14 07:47:13: MULTIPLACE GENERALIZATIONS OF THE SEIFERT FORM OF A CLASSICAL KNOT - IOPscience.
  5. Studied 2016-12-14 07:50:32: V. G. Turaev- Multiplace generalizations of the Seifert form of a classical knot, Mat. Sb. (N.S.), 116(158)3(11) (1981), 3.

<< Images >>


NotQuiteSeifertSurfaceInWashington-1.jpg

NotQuiteSeifertSurfaceInWashington-2.jpg

NotQuiteSeifertSurfaceInWashington-3.jpg

Subdivided-1.jpg
Site à l'homme assis by Jean Dubuffet at the United States National Gallery of Art in Washington DC.

Subdivided-2.jpg
Site à l'homme assis by Jean Dubuffet at the United States National Gallery of Art in Washington DC.

<< Other Files >>

CheapCFOptimization.m   CheapCFOptimizationV2.m   CheapCFOptimizationV3.m   CheapCFOptimizationV4.5.m   CheapCFOptimizationV4.m   CheapCFOptimizationV5.m   CheapCFOptimizationV6.1.m   CheapCFOptimizationV6.2.m   CheapCFOptimizationV6.m   NOE1Polynomiality.m  


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[1608.01812] Goundaroulis, Lambropoulou- A new two-variable generalization of the Jones polynomial.URL   1617-257a-AnalysisII - Shortcut.lnk   1617-257b-AnalysisII - Shortcut.lnk   17-1350-AKT - Shortcut.lnk   AcademicPensieve - Shortcut.lnk   Agenda - Shortcut.lnk   Books - Shortcut.lnk   CheapCFOptimization.m   CheapCFOptimization.nb   CheapCFOptimizationV2.m   CheapCFOptimizationV2.nb   CheapCFOptimizationV3.m   CheapCFOptimizationV3.nb   CheapCFOptimizationV4.5.m   CheapCFOptimizationV4.5.nb   CheapCFOptimizationV4.m   CheapCFOptimizationV4.nb   CheapCFOptimizationV5.m   CheapCFOptimizationV5.nb   CheapCFOptimizationV6.1.m   CheapCFOptimizationV6.1.nb   CheapCFOptimizationV6.2.m   CheapCFOptimizationV6.2.nb   CheapCFOptimizationV6.m   CheapCFOptimizationV6.nb   Fame - Shortcut.lnk   Gallery - Shortcut.lnk   Globular.URL   GWU-1612 - Shortcut.lnk   index.html   index.m   index.nb   Interactions between topological recursion, modularity, quantum invariants and low-dimensional topology Matrix.URL   KnotsForRoland.nb   MIT-1612 - Shortcut.lnk   MULTIPLACE GENERALIZATIONS OF THE SEIFERT FORM OF A CLASSICAL KNOT - IOPscience.URL   Niagara-1612 - Shortcut.lnk   NOE1Polynomiality.m   NOE1Polynomiality.nb   NotQuiteSeifertSurfaceInWashington-1.jpg   NotQuiteSeifertSurfaceInWashington-2.jpg   NotQuiteSeifertSurfaceInWashington-3.jpg   PolynomialQuotient.nb   sl3brackets.nb   Subdivided-1.jpg   Subdivided-2.jpg   Tilings - Shortcut.lnk   UNC-1610 - Shortcut.lnk   V. G. Turaev- Multiplace generalizations of the Seifert form of a classical knot, Mat. Sb. (N.S.), 116(158)3(11) (1981), 3.URL   WKO3 - Shortcut.lnk