Thanks. My impression is that imposing conditions mod something on x^2 + y^2 would give results with structures that are easier seen (similarly, conditions on x^2 + x*y + y^2 for the Eisenstein integers). I especially suspect that some of the k-uniform grids are obtained in that manner. Best regards, jj * Thane Plambeck <tplambeck@gmail.com> [Jan 11. 2016 11:31]:
Joerg, here's a patch of that 23x23 Voronoi tiling with the points. If you look down a particular column of dots, they repeat mod 5 in the pattern
dot, dot, dot, nodot, nodot
with a phase shift each column since the grid dimension is 23x23 rather than a multiple of 5
https://www.flickr.com/photos/thane/23932185269/in/dateposted-public/
On Sat, Jan 9, 2016 at 11:39 PM, Joerg Arndt <arndt@jjj.de> wrote:
Suggest to show the points. This will make the images less mysterious but more helpful for visual analysis.
Best regards, jj
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