Reflection equation and link polynomials for arbitrary genus solid tori

C Schwiebert - arXiv preprint hep-th/9301023, 1993 - arxiv.org
The correspondence between the braid group on a solid torus of arbitrary genus and the
algebra of Yang-Baxter and reflection equation operators is shown. A representation of this …

[PDF][PDF] Reflection equation and link polynomials for arbitrary genus solid tori

C Schwiebert - arXiv preprint hep-th/9301023, 1992 - Citeseer
The correspondence between the braid group on a solid torus of arbitrary genus and the
algebra of Yang-Baxter and reflection equation operators is shown. A representation of this …

Reflection equation and link polynomials for arbitrary genus solid tori

C Schwiebert - arXiv e-prints, 1993 - ui.adsabs.harvard.edu
The correspondence between the braid group on a solid torus of arbitrary genus and the
algebra of Yang-Baxter and reflection equation operators is shown. A representation of this …

Reflection equation and link polynomials for arbitrary genus solid tori

C Schwiebert - inspirehep.net
The correspondence between the braid group on a solid torus of arbitrary genus and the
algebra of Yang-Baxter and reflection equation operators is shown. A representation of this …

[PDF][PDF] Reflection equation and link polynomials for arbitrary genus solid tori

C Schwiebert - arXiv preprint hep-th/9301023, 1992 - academia.edu
The correspondence between the braid group on a solid torus of arbitrary genus and the
algebra of Yang-Baxter and reflection equation operators is shown. A representation of this …

[引用][C] Reflection equation and link polynomials for arbitrary genus solid tori

C Schwiebert - 1992 - cds.cern.ch
Reflection equation and link polynomials for arbitrary genus solid tori - CERN Document Server
CERN Accelerating science Sign in Directory CERN Document Server Access articles, reports …

[PDF][PDF] Reflection equation and link polynomials for arbitrary genus solid tori

C Schwiebert - arXiv preprint hep-th/9301023, 1992 - academia.edu
The correspondence between the braid group on a solid torus of arbitrary genus and the
algebra of Yang-Baxter and reflection equation operators is shown. A representation of this …