Dear List-members,
Acc. to an article in Fibonacci Quarterly Vol.37.2, May 1991,
the geometry of the Fibonacciseries is a hyperbola with asymp-
totes x = -2 and x + y = 1. I would very much like to know the
equations and the excentricity of this hyperbola.
I would also like to know the solutions to the following two
equations hopefully giving the reason for their differnce:
a. x^2 + 2x + y^2 = -2 {Ø (Empty Set)}
b. x^2 + 2x + y^2 = -1 {point (-1,0)}
Sincerely
Raoul Martens