posted on Nov, 21 2008 @ 04:57 PM
One of the main fallacies of black hole theory (and I know just enough about this to look like a fool, but here goes), to my simple layman's way of
thinking, is the imagining of an infinitely small area, namely the point or singularity.
According to Lee Smolin, on page 135 - 145 of my copy of his book Three Roads to Quantum Gravity, the spin networks of Roger Penrose can be
used to calculate the smallest possible volume in the universe and it has a finite value. It is a very small volume, existing in the Planck scale, but
Smolin(working with Penrose) has nevertheless concluded that there is a finite division of space beyond which one cannot go. Note that we are not
speaking of particles, but the very nature of spacetime itself. According to Smolin, the stuff of space itself is not infinitely small. In this
picture, space itself is very like a foam in its texture, with every point on the spin network connected to the next. Zeno's Paradox resolved!
I would think this limit would put some stress on black hole theory, though, since black hole theory requires an infinitely small unit of volume in
order to form a singularity. Am I wrong on this?
Plasma cosmology seems to work well though, even with this limitation.
Other excellent books I have read on related subjects:
Yuval Ne'eman and Yoram Kirsh: The Particle Hunters
John D. Barrow: The Book of Nothing
Gordon Kane: Supersymmetry
J. Richard Gott: Time Travel in Einstein's Universe
And of course, Stephen Hawking: The Nature of Space and Time and The Universe in a Nutshell
These books give the usual party line about gravity, but also provoke some interesting contradictions.
[edited for typo's, always typo's!]
[edit on 21-11-2008 by OuttaHere]