Regular Polytopes in Nature
For examples of polygons in nature, see:
Each of the Platonic solids occurs naturally in one form or another:
Higher polytopes can obviously not exist in a three-dimensional world. However this might not rule them out altogether. In cosmology and in string theory, physicists commonly model the Universe as having many more dimensions. It is possible that the Universe itself has the form of some higher polytope, regular or otherwise. Astronomers have even searched the sky in the last few years, for tell-tale signs of a few regular candidates, so far without definite results.
Read more about this topic: Regular Polytope
Famous quotes containing the words regular and/or nature:
“It was inspiriting to hear the regular dip of the paddles, as if they were our fins or flippers, and to realize that we were at length fairly embarked. We who had felt strangely as stage-passengers and tavern-lodgers were suddenly naturalized there and presented with the freedom of the lakes and woods.”
—Henry David Thoreau (1817–1862)
“We have no participation in Being, because all human nature is ever midway between being born and dying, giving off only a vague image and shadow of itself, and a weak and uncertain opinion. And if you chance to fix your thoughts on trying to grasp its essence, it would be neither more nor less than if your tried to clutch water.”
—Michel de Montaigne (1533–1592)