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A Quaternion Based Minimal Surface In Four Dimensions

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  • ROGER BAGULA
    Abstract: An expansion of a projective line on a circle is used in a quaternion to produce a surface in four space. A derivation of the surface as a four
    Message 1 of 1 , Aug 3, 2001
      Abstract: An expansion of a projective line on a circle is used in a
      quaternion to produce a surface in four space. A derivation of the
      surface as a four
      dimensional parametric that is a minimal surface in three of the
      dimensions is given. Implications of the surface are discussed.

      http://sites.netscape.net/rlbtftn/qplane.html

      A quaternion Dirac group multiplication table is also given.
      Respectfully, Roger L. Bagula
      tftn@..., 11759Waterhill Road, Lakeside,Ca 92040-2905,tel:
      619-5610814 :TFTN web sites maintained as an Emag:URL:
      http://sites.netscape.net/rlbtftn/index.html
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