midpointstasoille
Midpointstasoille is a theoretical concept in tiling theory and discrete geometry that concerns the behavior of midpoints within tasoille tilings. A tasoille tiling is a planar tessellation generated by a finite set of polygonal cells and governed by local subdivision rules designed to preserve certain global symmetries. The term merges “midpoint” with “tasoille,” a coined name for this tiling class used in the study of geometric networks.
In this framework, the midpoint operation assigns to any pair of points a canonical midpoint that lies
Midpointstasoille emphasizes properties such as symmetry invariance and stability under subdivision. The midpoint set tends to
Applications of midpointstasoille appear in mesh generation, computer graphics, pattern design, and algorithmic tiling research. Related