  The Random Dynamics program is a proposal to explain the origin of all
symmetries, including Lorentz and gauge invariance without appeal to any
fundamental invariance of the laws of nature, and to derive the known physical
laws in such a way as to be almost unavoidable. C. D. Froggatt and H. B.
Nielsen proposed in their book Origin of Symmetries, that symmetries and
physical laws should arise naturally from some essentially random dynamics
rather than being postulated to be exact. The most useful assumption of the
program that can be made about the fundamental laws is taken to be that they
are random and then to see how known physics like mechanics and relativity
follow from them. It is believed that almost any model of these regularities
would appear in some limit for example as energies become small. Almost all
theories or models at the fundamental level could then explain known physics.
  We suggest how using the formalism and properties of random graphs might be
useful in developing the theory, and point towards directions in which it can
be more fully extended in future work.
