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Classes: 16-1750-ShamelessMathematica   Classes: 16-475-ProblemSolving   Projects: Agenda   Projects: ExQu   Projects: Gallery   Projects: GT1   Projects: Killam-2017   Talks: NCSU-1604   Projects: OneCo-1604   Projects: Tilings   Projects: WKO1  

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OneCo.pdf  

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 PageCreated (UT)Last Modified (UT)
1 2-Cocycles: Local to Global 2016-04-08 23:15:11 2016-04-09 21:34:54
(.one source file for all pages above)

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 Notebook (.pdf)Source (.nb)CreatedLast ModifiedSummary
1 BurauAndAd source 2016-04-02 13:53:54 2016-04-02 14:21:54  

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  1. Studied 2016-04-08 10:39:50: VanDerVeens' Meta-Lie Algebras.
  2. Studied 2016-04-11 13:03:22: Bruce A. Francis.
  3. Studied 2016-04-18 13:01:07: [1603.01209] Bardakov, Bellingeri, Damiani- Unrestricted virtual braids, fused links and other quotients of virtual braid groups.
  4. Studied 2016-04-18 13:02:54: [1603.01425] Bardakov, Mikhalchishina, Neshchadim- Representations of virtual braids by automorphisms and virtual knot groups.
  5. Studied 2016-04-25 13:07:27: knot theory - What would the slice-ribbon conjecture imply - MathOverflow.

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OneCo.aux   OneCo.synctex   OneCo.tex  


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[1603.01209] Bardakov, Bellingeri, Damiani- Unrestricted virtual braids, fused links and other quotients of virtual braid groups.URL   [1603.01425] Bardakov, Mikhalchishina, Neshchadim- Representations of virtual braids by automorphisms and virtual knot groups.URL   16-1750-ShamelessMathematica - Shortcut.lnk   16-475-ProblemSolving - Shortcut.lnk   Agenda - Shortcut.lnk   Bruce A. Francis.URL   BurauAndAd.nb   ExQu - Shortcut.lnk   Gallery - Shortcut.lnk   GT1 - Shortcut.lnk   index.html   Killam-2017 - Shortcut.lnk   knot theory - What would the slice-ribbon conjecture imply - MathOverflow.URL   NCSU-1604 - Shortcut.lnk   OneCo-1604 - Shortcut.lnk   OneCo.aux   OneCo.pdf   OneCo.synctex   OneCo.tex   Tilings - Shortcut.lnk   VanDerVeens' Meta-Lie Algebras.URL   WKO1 - Shortcut.lnk