07-1352/Suggested Topics for Student Lectures

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In Preparation

The information below is preliminary and cannot be trusted! (v)

Students must choose their lecture topics in coordination with Dror, and the sooner this is done, the better.

  • More on Chern-Simons theory, Feynman diagrams and configuration space integrals.
  • More on the Milnor Moore Theorem.
  • Explicit computations for torus knots, Hopf chains, etc.
  • Homotopy invariants of links.
  • Vassiliev invariants for braids.
  • Goussarov's "interdependent modifications".
  • The Melvin-Morton-Rozansky (ex-)Conjecture.
  • Finite type invariants of 3-manifolds.
  • The LMO invariant and the Århus integral.
  • Hutchings' step by step integration.
  • The exceptional Lie algebras and finite type invariants.
  • More on the self-linking number.
  • BF theories.
  • Anything else from anywhere else.