Tetrahedrons and Pyramids

A brief update as January draws to a close.  I’ve started investigating the structure of the Four-D Froth, which can be considered as filling three dimensions of “space” (in the shape of a regular tetrahedron–i.e. a pyramid with a triangular base) plus one dimension of “time”.  I haven’t quite got to the bottom of things yet, but it seems that at any given “time,” the “space” is subdivided into irregular tetrahedrons and pyramids whose vertices are the centers of the “bubbles”.  The edges of these shapes are the lines joining the centers of touching bubbles.  (The pyramids have four “base” vertices that lie in a plane, forming an irregular quadrilateral, plus an “apex” that lies outside this plane.)  As “time” increases, new bubbles form within these tetrahedrons and pyramids, or within small groups of adjacent tetrahedrons and pyramids, subdividing those spaces into ever smaller pieces.  I’m expecting the “energies” of this system to reside in the triangular and quadrilateral faces that separate these tetrahedrons and pyramids.  Pyramid power?

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6 Responses to Tetrahedrons and Pyramids

  1. Gerry says:

    Numbers in their own right don’t cause anything. I can type 016839201012 without consequence, other than perhaps to lose the interest of the reader.

  2. Of course you’re right when you talk about numbers “in their own right.” We also need some sort of a framework in which they operate. For instance, in the framework of addition you could say that 2+2 “causes” 4. But of course that’s still just numbers, so we need a framework in which the numbers influence a physical reality. For instance if you typed those numbers on your phone there could well be consequences within the telephone system (like making another phone ring).

  3. ed van der meulen says:

    is this not true, The Heisenberg uncertainty contradicts the use of common mathematics where no uncertainty notion is

  4. ed van der meulen says:

    and isn’t this true. Our universe has an end. So what do we with infinity

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