Conformal block approach
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Original papers
- E.Witten, Comm.Math.Phys. ${\bf 121}$ (1989) 351;
- S.Nawata, P.Ramadevi, Zodinmawia, J.Knot Theory and Its Ramifications ${\bf 22}$ (2013) 13, arXiv:1302.5144;
- R.K.Kaul and T.R.Govindarajan, Nucl.Phys. ${\bf B380}$ (1992) 293-336, hep-th/9111063;
- P.Ramadevi, T.R.Govindarajan and R.K.Kaul, Nucl.Phys. ${\bf B402}$ (1993) 548-566, hep-th/9212110;
- P.Ramadevi, T.R.Govindarajan and R.K.Kaul, Nucl.Phys. ${\bf B422}$ (1994) 291-306, hep-th/9312215;
- P.Ramadevi and T.Sarkar, On Link Invariants and Topological String Amplitudes, Nucl.Phys. ${\bf B600}$ (2001) 487-511, hep-th/0009188;
- P.Ramadevi, Zodinmawia, SU(N) quantum Racah coefficients & non-torus links, Nucl.Phys. ${\bf B870}$ (2013) 205-242, arXiv:1107.3918;
- P.Ramadevi, Zodinmawia, Reformulated invariants for non-torus knots and links, arXiv:1209.1346;
- J.Gu and H.Jockers, A note on colored HOMFLY polynomials for hyperbolic knots from WZW models, Comm.Math.Phys. ${\bf 338}$, 393-456, arXiv:1407.5643
- D. Galakhov, A. Mironov and A. Morozov, Wall Crossing Invariants: from quantum mechanics to knots, JETP, ${\bf 120}$ (2015) 623-663 (ZhETF, ${\bf 147}$ (2015) 623-663), arXiv:1410.8482
- D.Galakhov, D.Melnikov, A.Mironov and A.Morozov, arXiv:1502.02621
- O.Alekseev and F.Novaes, arXiv:1505.06221
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For combination with RT approach see
- S.Nawata, P.Ramadevi, Zodinmawia, J.Knot Theory and Its Ramifications ${\bf 22}$ (2013) 13, arXiv:1302.5144
- Zodinmawia's PhD thesis, 2014
- D.Galakhov, D.Melnikov, A.Mironov, A.Morozov and A.Sleptsov, Phys.Lett. ${\bf B743}$ (2015) 71-74, arXiv:1412.2616
- A.Mironov, A.Morozov and A.Sleptsov, JHEP ${\bf 07}$ (2015) 069, arXiv:1412.8432
- S.Nawata, P.Ramadevi and Vivek Kumar Singh, arXiv:1504.00364
- A.Mironov, A.Morozov, An.Morozov, P.Ramadevi, and Vivek Kumar Singh, JHEP ${\bf 1507}$ (2015) 109, arXiv:1504.00371
- A.Mironov and A.Morozov, arXiv:1506.00339
- A.Mironov, A.Morozov, An.Morozov, A.Sleptsov, to appear