Page 268 - J. C. Turner "History and Science of Knots"
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A History of Topological Knot Theory          259

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          82. C. Strohecker, Why Knot? (Doctoral thesis, MIT 1991).
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          84. P. G. Tait, `On Knots' Transactions of the Royal Society of Edinburgh,
              IX, 237-246, 289-298, 306-317, 321-332, 338-342 (on links); also Cay-
              ley, 363-366, 383-391; and Muir, 391, 392, 403, 405. (1876-1877).
          85. M. B. Thistlethwaite, 'Kauffman's Polynomial and Alternating Links',
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          86. M. B. Thistlethwaite, `Knot Tabulations and Related Topics', Aspects
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          87. W. Thompson, Philosophical Magazine 34, (July, 1867). pp. 15-24.
          88. V. G. Turaev, `The Yang-Baxter Equation and Invariants of Links',
              Inventiones Mathematicae, 92, (1988). pp. 527-553.
          89. J. C. Turner, A Study of Knot-Graphs, D.Phil thesis, Department of
              Mathematics, University of Waikato, New Zealand (March, 1984).
          90. A. T. Vandermonde, `Remarques sur les problemes de situation',
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          91. V. A. Vassiliev, `Cohomology of Knot Spaces', Theory of Singularities
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          92. A. H. Wallace, `Modifications and Cobounding Manifolds', Canadian
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          93. H. Weith, Topologische Untersuchung der Kurven- Verschlingung, Inau-
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          95. J. H. White, K. C. Millet and N. R. Cozzarelli, `Description of the
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          96. E. Witten, `Quantum Field Theory and the Jones Polynomial', Com-
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          97. E. C. Zeeman, `Unknotting Spheres', Annals of Mathematics, 72 No.
              2, (September 1960). 350-361.
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