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Common terms and phrasesabstract tensors Alexander polynomial ambient isotopy arcs associated assume belt trick bracket polynomial braid group calculation chromatic colors commutation completes the proof components configurations construction corresponding crossing crystal curve defined deformation denotes the number diagrammatic edge elements embedded example Figure follows formalism formula framing gauge given graph Hence Homfly polynomial identity index set indicated interaction isotopy invariant iZ-matrix Jones polynomial knot or link knot theory knots and links labelled Lemma Lie algebra link diagram linking number Lorentz matrix mirror image multiplication Note obtained oriented link planar plane Potts model Proposition quandle quantum group quaternions regular isotopy regular isotopy invariant Reidemeister moves relations Remark representation rotation satisfies shows solution space spacetime spin network splicing strands string structure summation tangle Temperley-Lieb algebra Theorem three-manifold topological trefoil twist type II move unknot unoriented vacuum-vacuum vector vertex weights vertices Wilson loop writhe Yang-Baxter Equation zero Popular passagesPage 516 - Reshetikhin, LA Takhtajan, Quantization of Lie Groups and Lie Algebras, LOMI preprint (1987). Page 527 - B. Trace, On the Reidemeister moves of a classical knot, Proc. Amer. Math. Soc. Page 513 - Virasoro algebra, von Neumann algebra and critical eight-vertex SOS models", J. Phys. Soc. Japan 5_5_, No. 10, 3285-3288 (1986). 92) Lawrence, R., "A universal link invariant using quantum groups Page 515 - VG Drinfeld, Hopf algebras and the quantum Yang-Baxter equation, Soviet Math. Dokl. Page 514 - Burgoyne PN 1963 Remarks on the combinatorial approach to the Ising problem J. Page 514 - MF Atiyah. Geometry of Yang-Mills Fields. Accademia Nazionale dei Lincei Scuola Normale Superiore - Lezioni Fermiane. Pisa (1979). [BE] HJ Bernstein and AV Phillips. Fiber bundles and quantum theory. References to this bookFrom other books
From Google ScholarKnot polynomials and Vassiliev's invariantsJoan S Birman, Xiao-Song Lin - 1993 - Inventiones Mathematicae Knots And ParticlesL Faddeev, Antti J Niemi - 1996 - Arxiv preprint hep-th/9610193 Quandle Cohomology And State-sum Invariants Of Knotted Curves And ...J SCOTT CARTER, DANIEL JELSOVSKY, SEIICHI KAMADA, LAUREL LANGFORD, MASAHICO SAITO - AMERICAN MATHEMATICAL SOCIETY Quantum gravity with a positive cosmological constantLee Smolin - 2002 - Arxiv preprint hep-th/0209079 References from web pagesKNOTS AND PHYSICS The Number of Independent Vassiliev Invariants in the Homfly and ... PII: 0160-9327(95)90027-6 AMS Short Course week8 Rev. Mod. Phys. 67, 977 (1995): Atiyah - Quantum physics and the ... Colin Adams: The knot book. An elementary introduction to the ... ebay 香港: Knots and Physics by Louis H. Kauffman (2001) (物品 ... [ISI Highly Cited Researchers Version 1.5] Reading Guide to lqg Bibliographic information
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