© | Dror Bar-Natan: Talks: LearningSeminarOnCategorification-2006: The Alexander Polynomial is a Quantum Invariant in a Different Way: 1/39. T&O2/39. All3/39. Thanks & URL4/39. Sidebar 1 - Top5/39. Sidebar 2 - Left6/39. Sidebar 3 - Not comfortable7/39. Sidebar 4: Not rant8/39. Sidebar 5: Not Dogma9/39. Sidebar 6: ax+b10/39. Sidebar 7: Ozsvath and Szabo11/39. Sidebar 8: Abstract12/39. Yang-Baxter technique13/39. Gentle's Agreement14/39. Example 1: ax+b15/39. Theorem 1: ~DoPeGDO16/39. Example 2: Heisenberg17/39. Proof of Cliam18/39. Theorem 2 - Z for H19/39. Packaging20/39. First Tangle21/39. Tangle Ops22/39. Full Evaluation 123/39. Full Evaluation 224/39. Full Evaluation 325/39. Why Categorify?26/39. Remains to show27/39. PBW Principle28/39. Generating Series29/39. Examples30/39. Heisenberg Algebras31/39. GDO32/39. Compositions33/39. Implementation34/39. Imp: Compositions35/39. Imp: R,C,hm36/39. Comp: R337/39. Comp: First Tangle38/39. Comp: 8_1739/39. Comp: hm works!

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