Page 428 - J. C. Turner - History and Science of Knots
P. 428

About the Authors                     423

            After graduating from LSU, she became a lecturer in Computer Science at
       the University of Waikato (Te Whare Wananga o Waikato) in Hamilton, New
        Zealand. One of the most appealing aspects of the position is the very large
        amount of wool available throughout New Zealand, and the number of talented
       members of the local Spinners and Weavers Guild (who have taught her to spin
       lumpy yarn). She particularly appreciates the support of her colleagues in her
       studies of crochet and computing. Despite the distance from her home in
        Louisiana, she remains a Southern belle.


        John Christopher Turner
        John Turner was born in 1928, in Goole, Yorkshire, England. He is married,
        with five children and eight grandchildren to date.
            His career, after obtaining an Honours degree in Mathematics at Leeds
        University in 1954, included positions as Scientific Officer in Armaments Re-
        search in Kent, and College and University lectureships in Kenya, Sierra Leone,
        Huddersfield and Leeds. In 1970 he became Reader in Mathematics and Statis-
        tics in the University of Waikato, New Zealand. His 23 years of service there
        included a four-year spell as Foundation Dean of the School of Computing and
        Mathematical Sciences; he retired in 1994.
            He served a term as President of the New Zealand Mathematical Society;
        and three terms as President of the New Zealand Federation of Classical Guitar
        Societies.
            His academic achievements include the invention and development, with
        W. Rogers, of a statistical computing language (STATUS) in the 1970s; pub-
        lication of several mathematics textbooks; numerous papers on number-tree
        graphs and related number theories; and, with Georg Schaake since 1987, an
        extensive series of books and pamphlets on Schaake's new theories of braiding
        processes.
            His interests in Knots began in 1978, when he started a study of oper-
        ations on knot-graphs; this work led to a D.Phil. degree in 1984. The main
        discovery was a powerful twist-spectrum invariant-a polynomial which was
        able to detect amphicheirality and distinguish handedness; but unfortunately
        it only worked with alternating knots.
            John Turner's other interests lie mainly in music. He plays 'cello for the
        Waikato Symphony Orchestra; and piano in a jazz duo. A fun retirement
        hobby is juggling with balls and clubs, which he enjoys with his son-in-law
        William Rogers.
   423   424   425   426   427   428   429   430   431   432   433