Inspired by the recent Einstein 'Hat' tiling. Is Appel & Haken's proof still applicable to an infinite aperiodic graph ? Such a graph with 1 region less still remains an infinite graph, right? How to apply the reduction principle then?
Inspired by the recent Einstein 'Hat' tiling. Is Appel & Haken's proof still applicable to an infinite aperiodic graph ? Such a graph with 1 region less still remains an infinite graph, right? How to apply the reduction principle then?