Re: Quantum Phase Compactification via Spacetime Expansion

From: Russell E. Rierson (analog57_at_yahoo.com)
Date: 07/26/04 

Date: 25 Jul 2004 20:00:02 -0700

Uncle Al said:

>Weyl tensor. Bull***. Read a decent textbook on gravitation.

>From the book "Introducing Relativity" by Ray D'Inverno:

QUOTE:

Theorem: A necessary and sufficient condition for a metric to be
conformally flat is that its Weyl tensor vanishes everywhere.

Theorem: Any two-dimensional Riemannian manifold is conformally flat.

END QUOTE.

>From researching this interesting subject, we see that the Weyl tensor
is trace-free, in other words, it vanishes for any pair of contracted
indices.

According to Heisenberg uncertainty, a universe without energy, or
particles, cannot exist. Without relational "events" space-time is
non existent.