Here is tinder fungus:
and it's pores:
I was wondering what can be said about this pattern.
Using Wolfram Mathematica we can get the following results.
Delaunay triangulation:
Voronoi diagram:
These patterns are not like packing circles. Something they remind, but I can not formulate (
Radial distribution function:
Last one causes a strong assumption that we are dealing with short-range order
Is it so?
I was always interested in the low-discrepancy distributions.
The pattern of these pores looks very suitable.
I tried to calculate the discrepancy using this article.
But getting 0.25 for all known distributions :(
Is it possible to find a more detailed description of the calculation method for 2D discrepancy?
Additionally, I got histograms of the lengths of the edges and areas of triangles of Delaunay triangulation:
Can any interesting conclusions be drawn from this?