Page 306 - J. C. Turner "History and Science of Knots"
P. 306

On Theories of Knots 297

              [book] (pub. by Department of Mathematics, University of Waikato,
              Hamilton, N.Z., 1989) 155 pp.
          25. J. C. Turner, `Three Number Trees-Their Growth Rules and Related
              Number Properties', Applications of Fibonacci Numbers 3 (eds. G. E.
              Bergum et al., Kluwer Academic, 1990) 335-350.
          26. J. C. Turner and A. G. Schaake, `A Proof of the Law of the Common
             Divisor in Braids', Knotting Matters-Newsletter of the International
             Guild of Knot Tyers, Issue 35, (Spring, 1991) 6-10.
          27. C. Warner, A Fresh Approach to Knotting and Ropework (pub. by
             Warner, P.O. Box 194, Picton, NSW 2571, Australia, 1992) 272 pp.
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