Re: Quantum Gravity Via Expansion-Contraction 24: Fundamental Equations of Information/Entropy

From Osher Doctorow mdoctorow@xxxxxxxxxxx

So what about black holes? Does Quantum Gravity as Riccati-related or
exponential gravity give a different picture of black holes? Yes.

The picture emphasized by Stephen Hawking and Sir Roger Penrose is the
thermodynamic and/or GR one, with the former emphasizing the few
variables that characterize black holes (mass, charge, angular
momentum, and now arguably information/entropy but only in the usual
syntactic rather than semantic pictures).

"Riccati Quantum Gravity" (RQG), as I call it, would finally emphasize
the other side of the picture, namely tidal forces and infinity and
what black holes and other singularities actually do.

Black holes accelerate objects "to infinity". And there is no
indication of a barrier "there". In fact, the whole idea of
evaporation of black holes and "rounding off" singularities to prevent
"(terminal) embarrassment to physicists" is that nothing stops and
everything eventually fizzles out. But does the claim that "nothing
but light can get through it" actually mean that nothing stops? Nobody
has figured out what stops the tidal forces other than the "absence of
matter", which is absurd since the black hole itself has a real
"absence of matter" (which "went where the previous star was" to a
rough approximation).

In fact, nothing has to stop the tidal forces. "Infinite expansion"
and "infinite contraction" are built in to Riccati exponential and
logistic Differential equations.

It may be, of course, that where there is infinite contraction, there
is also associated infinite expansion - that the forces "balance" in
opposite directions. Black holes may take matter and radiation in but
push geometry and other radiation out. As for the "experiencing" or
"observation" of infinity, unbounded increase doesn't mean that you've
reached some "top" in speed or acceleration. Infinity is in the
process of being formed without boundedness insofar as it relates to
expansion/contraction. To expect perception or observation to tell
you directly that you're in an unbounded process is arguably too much.

Osher Doctorow

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