© | Dror Bar-Natan: Talks: Toronto-241030: The Strongest Genuinely Computable Knot Invariant in 2024: 1/52. T&A2/52. All3/52. web4/52. Acknowledgement5/52. SGC6/52. Strongest7/52. Genuinely Computable & Fun8/52. DK3009/52. DK50-7310/52. Rolfsen Table11/52. Some Torus Knots12/52. T(22/7)13/52. Meaningful14/52. Convenstions15/52. Preparation16/52. Traffic Rules17/52. The traffic function18/52. Don't Look19/52. Theorem20/52. Feynman Diagrams21/52. Formulas22/52. Relative Invariant23/52. Proof24/52. g-Rules25/52. G is computable26/52. Trefoil, again27/52. G is computable (2)28/52. G for the trefoil29/52. Alexander30/52. Normalization31/52. Proving Invariance32/52. Preliminaries33/52. R1134/52. R12 and Gamma135/52. The g-Rules36/52. Proof of Invariance37/52. Proving Invariance (2)38/52. Proof of Invariance (2)39/52. The Main Program40/52. Trefoil, Conway, K-T41/52. Some Torus Knots, again42/52. Q1: Garoufalidis-Kashaev43/52. C2: Hexagonal Symmetry44/52. C3: Solvable Approximation45/52. C4: Two Loop46/52. Fact 5: Perturbed Gaussian47/52. C6: Genus48/52. C7: Seifert Formula49/52. E8: Many more!50/52. D9: Dethrone representation theory51/52. D10: Ribbon Knots52/52. Thanks again

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