Fred lunnon wrote:
[...] Perhaps you might explain in more detail about what exactly you want to know about it?
Good question Fred. I guess what I was looking for is a web site or a book where "my" tiling is described and it tells who originally discovered or invented it. Mike Stay wrote:
This isn't really a tiling: you can take nearly any shape and "tile" the plane with it in the way you describe--given any unfilled region, just scale down your shape until it fits and recurse. See the Apollonian gasket, for example.
As far as I can tell, my tiling is no different in that respect from the Ammann tilings, for example. (See http://tilings.math.uni-bielefeld.de/substitution_rules/ammann_a3) So, like I said above, I want some book or website that explains how and why they are different. Some kind of organized taxonomy for recursive substitution-systems for space-filling patterns. It should include everything on tilings.math.uni-bielefeld.de but should also include more information (that website seems to be an abandoned project)
On 9/5/10, Robert Munafo <mrob27@gmail.com> wrote:
The rules for my tiling can be seen here:
-- Robert Munafo -- mrob.com