HYACINTHOS 7536

• Dear Steve and John,
  
  At 8/14/2003 11:14 AM -0400, you wrote:
  
  

  >On Thursday, August 14, 2003, at 11:07 AM, Paul Yiu wrote:
  >
  > >> If the Gossard perspector construction is repeated for a line parallel
  > >> to the Euler line, again a congruent triangle results but the
  > >> perspector has moved. The locus of these points is a line, the Zeeman
  > >> line.
  > >
  > > Why Zeeman?
  >
  >Hey Paul,
  >
  >John had the impression (from Hyacinthos discussions) that Zeeman
  >generalized Gossard to Euler lines parallel to the original and came up
  >with this line. Also that this work was pre Gossard, so the Gossard
  >perspector should really be the Zeeman-Gossard perspector.
  
  
  

  Christopher Zeeman?
  
  I have, by the way, just confirmed your very interesting conjecture by
  calculation.
  Also, the equation of the Zeeman line is very elegant. It is simply
  
  (A2+)x + (B2+)y + (C2+)z = 0.
  
  I am sure you have already known this.
  
  I went back to your original message and saw the same equation there.
  But I think your B2+ should be BB+CA instead of BB-CA.
  
  
  Best regards
  Sincerely
  Paul Yiu