1. A tri/tet (Delaunay) mesh is the physical backbone.
2. Via the Barycenters we can check if ‘gates’ of it’s dual (virtual) Voronoi mesh are open or closed.
3. The results form a Graph Network.
4. With Monte Carlo Markov Chains (MCMC) walks we measure the currents.
5. The value of these currents defines the deformation of the dual tri/tet-edges.
6. Loop back to 2.
BTW when doing walks gates could be bridged and loops can emerge, therefore the need for 'Valves' that prevent U-turns in the Gates. Note, these diagrams are just a suggestion maybe there’s a better solution.
Little extra: Delaunay triangulation with Hilbert curve
