Colored braid matrices from infinite dimensional representations of U-q(g)
Dec 28, 199123 pages
Published in:
- Mod.Phys.Lett.A 7 (1992) 767-780
Report number:
- PRINT-91-0506-REV (TOKYO),
- PRINT-91-0506 (TOKYO)
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Abstract: (WSP)
From a new infinite-dimensional representation of the universal R-matrix of , we derive the colored braid matrices which gave generalizations of the multivariable Alexander polynomial. We propose color representations of Uq(g). We construct colored vertex models from the color representations of .Note:
- Revised version
- braid group: color
- quantum group: SL(2,C)
- model: vertex
- algebra: representation
- algebra: R-matrix
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