THEORIES OF EVERYTHING

The so-called "theories of everything" wilt away at the edges when examined directly in any kind of detail. Yet another form of the "theory of everything" comes from Bucknum's mathematical approximation equations to the Eddington constants...where ultimately all 8 equations of the natural constants of the Universe can be all traced back to 2 polyhedra...i.e. the rhombic dodecahedron and some unidentified 3-8 polyhedron.  Bucknum's theory, being traced to 2 polyhedra, is thus reminiscent of the Ancient Greek philosopher Plato's "Cosmogony". In the "Cosmogony" the World is based upon the 5 Greek elements connected to the 5 regular polyhedra thus: (a) tetrahedron (b) cube (c) pentagonal dodecahedron (d) octahedron (e) icosahedron...MJB