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Michael
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Proofs that Jones polynomials are invariants of links:

  1. The original one via von Neumann algebras by Jones.

  2. An elementary proof by Kauffman.

  3. Via Temperley-Leib algebras by Kauffman.

  4. Quantum group representations by Reshetikhin & Turaev.

  5. Several approaches in the HOMFLY paper.

  6. Via Chern-Simons theory by Witten.

  7. Khovanov homology.

Jones polynomials:

  1. The original one via von Neumann algebras by Jones.

  2. An elementary proof by Kauffman.

  3. Via Temperley-Leib algebras by Kauffman.

  4. Quantum group representations by Reshetikhin & Turaev.

  5. Several approaches in the HOMFLY paper.

  6. Via Chern-Simons theory by Witten.

  7. Khovanov homology.

Proofs that Jones polynomials are invariants of links:

  1. The original one via von Neumann algebras by Jones.

  2. An elementary proof by Kauffman.

  3. Via Temperley-Leib algebras by Kauffman.

  4. Quantum group representations by Reshetikhin & Turaev.

  5. Several approaches in the HOMFLY paper.

  6. Via Chern-Simons theory by Witten.

  7. Khovanov homology.

Source Link
Michael
  • 2.2k
  • 34
  • 42

Jones polynomials:

  1. The original one via von Neumann algebras by Jones.

  2. An elementary proof by Kauffman.

  3. Via Temperley-Leib algebras by Kauffman.

  4. Quantum group representations by Reshetikhin & Turaev.

  5. Several approaches in the HOMFLY paper.

  6. Via Chern-Simons theory by Witten.

  7. Khovanov homology.

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