Full colored HOMFLYPT invariants, composite invariants and congruence skein relations

Author:

Chen Qingtao,Zhu Shengmao

Funder

NSFC

Publisher

Springer Science and Business Media LLC

Subject

Mathematical Physics,Statistical and Nonlinear Physics

Reference36 articles.

1. Bouchard, V., Florea, B., Mariño, M.: Topological open string amplitudes on orientifolds. JHEP 0502, 002 (2005)

2. Chen, Q., Liu, K., Peng, P., Zhu, S.: Congruent skein relations for colored HOMFLY-PT invariants and colored Jones polynomials. arXiv:1402.3571

3. Chen, Q., Zhu, S.: New structures for colored Kauffman invariants, preprint

4. Dunin-Barkowski, P., Mironov, A., Morozov, A., Sleptsov, A., Smirnov, A.: Superpolynomials for toric knots from evolution induced by cut-and-join operators. arXiv:1106.4305

5. Gu, J., Jockers, H., Klemm, A., Soroush, M.: knot invariants from topological recursion on augmentation varieties. arXiv:1401.5095

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1. Congruence Skein Relations for Colored HOMFLY -PT Invariants;Communications in Mathematical Physics;2022-12-12

2. New structures for colored HOMFLY-PT invariants;Science China Mathematics;2022-06-29

3. Integrality structures in topological strings and quantum 2-functions;Journal of High Energy Physics;2022-05-09

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