🚀 go-pugleaf

Hello
	I have to give a presentation about fractals for my
non-Euclidean geometry class.  Rather than just recite pretty much
what I already know about IFS's created with dilations, rotations, and
translations, I thought it would be much more interesting if I studied
IFS's in a geometry other than Euclidean.  
	Plane hyperbolic geometry looks very promising, since it has
the addition of another type of transform.  However, I haven't found
any references to this.  Eventually, I would like to prove the theorem
that says the random algorithm is equivalent to the deterministic
algorithm in non-euclidean geometries.  If anyone has any help to give
me, or any sources of information, I would be very grateful.

Thanks,
-matt hall
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Matt Hall.    mhall@occs.oberlin.edu  OR  SMH9666@OBERLIN.BITNET
              (216)-775-6613 (That's a Cleveland Area code. Lucky Me)

                         F(X)=M*X*(1-X)