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Re: Quantum Gravity 406.7: Israel Finds Repulsion in Black Holes
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Y.Porat
Aug 21, 2010, 4:37:02 AM8/21/10
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On Aug 21, 8:23 am, Osher Doctorow <osherdoctoro...@gmail.com> wrote:
> From Osher Doctorow
>
> D. M. Ludwin (Tel Aviv U. Israel and Bar-Ilan U. Israel) and L. D.
> Horwitz in:
>
> 1) "Gravitational repulsion within a black hole using the Stueckelberg
> quantum formalism," arXiv: 1008.3353 v1 [gr-qc] 19 Aug 2010, 15 pages
>
> have basically found Repulsion of matter inside black holes from the
> Singularity to the Horizon, using the Stueckelberg quantum formalism
> which involves among other things a generalization of the Standard
> Model different the usual ones. See Wikipedia's "Stueckelberg
> Action".
>
> Because of the late hour, I will leave further analysis for later,
> except to mention that the probability of finding matter decreases as
> a function of the distance from the horizon (into the Singularity).
>
> There is also a result that is almost as remarkable if not equally in
> Number Theory subcategory of Mathematics in Front for the Mathematics
> ArXiv today, involving Gaussian/normal asymptotics of what might
> arguably be referred to as "long but intermittent memory" Fibonacci
> "skipping" sums, which I will try to discuss later also.
>
> Osher Doctorow
> From Osher Doctorow
>
> D. M. Ludwin (Tel Aviv U. Israel and Bar-Ilan U. Israel) and L. D.
> Horwitz in:
>
> 1) "Gravitational repulsion within a black hole using the Stueckelberg
> quantum formalism," arXiv: 1008.3353 v1 [gr-qc] 19 Aug 2010, 15 pages
>
> have basically found Repulsion of matter inside black holes from the
> Singularity to the Horizon, using the Stueckelberg quantum formalism
> which involves among other things a generalization of the Standard
> Model different the usual ones. See Wikipedia's "Stueckelberg
> Action".
>
> Because of the late hour, I will leave further analysis for later,
> except to mention that the probability of finding matter decreases as
> a function of the distance from the horizon (into the Singularity).
>
> There is also a result that is almost as remarkable if not equally in
> Number Theory subcategory of Mathematics in Front for the Mathematics
> ArXiv today, involving Gaussian/normal asymptotics of what might
> arguably be referred to as "long but intermittent memory" Fibonacci
> "skipping" sums, which I will try to discuss later also.
>
> Osher Doctorow
--------------------
Israel finds as well that:
NO MASS - THE ONLY MASS THAT IS-
NO REAL PHYSICS !!
understanding and internalizing that
new surprisingly SIMPLE golden rule of physics
will save a lot of human resources waist !!!
so for instance
energy and mass (both of them !!!)
are
CONSERVED !!! (and reversible !!)
ATB
Y.Porat
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