© | Dror Bar-Natan: Academic Pensieve: Blackboard Shots: AKT17:
170113-113954: Knots, algebras.
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AKT17-{ hide text
  170404-151431: Virtual knots (3).
  170404-145038: Virtual knots (2).
  170404-143919: Virtual knots.
  170404-140623: The tensor construction (2).
  170404-135940: The tensor construction.
  170404-134421: A master diagram (2).
  170404-133657: A master diagram (1).
  170404-112811: A master diagram (0).
  170324-123539: Associators (5).
  170324-122715: Associators (4).
  170324-120749: Associators (3).
  170324-114858: Associators (2).
  170324-112801: Associators.
  170321-150540: The pentagon.
  170321-145350: PaB.
  170321-140437: Ugly changes of variables.
  170317-120957: Deriving the Logos. (more...)
  170310-120220: Trivalent diagrams.
  170310-113620: Algebraic Structure on ${\mathcal A}$ (2).
  170310-112539: Algebraic Structure on ${\mathcal A}$.
  170307-144020: The Logos (2).
  170307-142717: The Logos.
  170307-140325: ${\mathfrak g}_1$.
  170307-135850: Random.
  170303-120237: The main ${\mathfrak g}_0$ theorem and lemmas (2).
  170303-114018: The main ${\mathfrak g}_0$ theorem and lemmas.
  170228-150154: The Hopf algebra structure on ${\mathcal A}^u(\uparrow)$.
  170228-144905: The meta-Hopf-algebra structure on ${\mathcal A}^u(S)$.
  170228-141323: Proofs of the fundamental theorem.
  170228-140501: More on A-expansions, $Z$ in the case of tangles.
  170228-135002: Review, FI, 4T, A-expansions.
  170217-121428: Normal orderings and the ${\mathfrak g}_0$ invariant.
  170214-130117: Chord diagrams.
  170214-130108: Jones is a power series of finite type invariants.
  170214-123504: Finite type invariants.
  170214-123457: Expansions for tangles.
  170214-120427: Expansions for groups.
  170214-115607: Progressive scanning.
  170214-115601: Homomorphic expansions.
  170214-113531: Expansions, Taylor exapansions.
  170214-113525: The filtered category and the graded category.
  170210-120611: Random notes for Feb 10.
  170207-124944: $\Gamma_0$ and $\Gamma$ calculi.
  170207-121624: Solving YB.
  170207-121605: The Linear Control Theory meta-monoid.
  170203-120318: The normal ordering operator ${\mathbb O}$.
  170203-120305: A proof of YB for ${\mathfrak g}_0$.
  170131-130125: A commutative diagrams for non-ribbon detection.
  170131-130119: Ribbons and tangles.
  170131-124305: Ribbon and slice.
  170131-124300: Seifert surfaces and genus.
  170131-120335: Surgery and slides.
  170131-120325: Links and 3-manifolds.
  170127-120518: Some Mathematica.
  170124-130009: The meta-claim of Algebraic Knot Theory.
  170124-125255: Properties of these operations.
  170124-125249: Further operations on tangles.
  170124-123253: The meta-monoid $\Pi$ (2).
  170124-123246: The meta-monoid $\Pi$.
  170124-120130: Examples of meta-monoids.
  170124-120121: Properties of these operations.
  170124-113422: Operations on tangles.
  170124-113416: Tangles.
  170120-120257: Implementing PBW.
  170120-113723: PBW and ${\mathfrak g}_0$.
  170120-113715: The general scheme.
  170117-130246: The genus of a knot (2).
  170117-130245: The genus of a knot.
  170117-125114: Torus knots.
  170117-125113: The "Scan" algorithm.
  170117-123835: Tangles and Temperley-Lieb (2).
  170117-120423: Tangles and Temperley-Lieb.
  170117-120414: Implementation note.
  170117-114030: Kauffman's presentation of the Kauffman bracket (2).
  170117-114025: Kauffman's presentation of the Kauffman bracket.
  170113-120253: Lie algebras and Universal Enveloping Algebras.
  170113-120248: CYBE.
  170113-113958: YBE.
  170113-113954: Knots, algebras.
  170110-130144: The Jones program.
  170110-124647: Representing a knot on the computer, some Mathematica.
  170110-120450: More Jones.
  170110-115829: Reidemeister moves and the Jones polynomial.
  170110-114004: What this class is about.
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AKT17 is 2017 MAT 1350 - Algebraic Knot Theory.

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