First a clarification on a common missinterpretation:

Common missinterpretation is, that stars (galaxies) behind a black hole, should be infinitly far away from us, if gothic-R-theoreme would describe the nature of black-holes correctly; as it is demonstrating an infinite space around the singularity;

and as this missinterpretation is obviously wrong, it comes, that common conclusion is, that measurable distance of galaxies behind observed black-holes would prove gothic-R-theoreme describing nature of black-holes wrong …

But such a ‘disproof‘ of relevance of gothic-R-theoreme is based on a severe misunderstanding, as gothic-R-theoreme is ‘only’ stating:

that around the ‘point’ where the singularity resides, there would be an infinite space, which gives the observable effect of dilation of the speed of light, if watched from outside).

But as this infinite space is contained by a finite surface: the event-horizon, the black hole isn’t of infinite space, when watched from the outside!

So, in my eyes, gothic-R-theoreme seems to be a very reasonable interpretation of the nature of black-holes, relativating our common archaical view on space and time, which still today (for physicists also) keeps space and time newtonian-like steady and the really new finding, Professor Rossler has computed, is, that space itself, inside the event-horizon of a black-hole, becomes the object of dilation.
(Please do not hesitate to correct my sentences, if they are inaccurate!)

So an infinite space, with his own space-like parameters, would be contained by a finite surface, which resides into ‘our’ spacetime.

Thus, the black-hole would have, beneath it’s event-horizon, other space-like parameters than the space-like parameters needed to describe our ‘common‘ space’; the space of ‘our’ cosmos. But the latter parameters remain still absolutly sufficient to describe the surface of the black-hole: the event-horizon.
[*]

Having clarified this common misunderstanding, i still can’t see the relevance of gothic-R-theoreme as a ‘proof’, that there wouldn’t be any Hawking-Radiation, as this radiation (if it really exists) would be a phenomenon, which’s cause isn’t located behind the surface (event-horizon) of the black-hole, but beyond … and thus, in my (simple) understanding, this theorized Hawking-radiation couldn’t be affected by space-dilation beneath the horizon of the black-hole at all.

To make it clear: i can’t see why such an infinte space behind the finite event-horizon would affect a phenomenon (if this Hawking-radiation phenomenon really exists), which is computed to be caused by quanta-theoretical effects (omitted annihilation of respective particles/antiparticles of vacuum-fluctuations) beyond the event-horizon.

So i agree, that even though the corrected version 2 of gothic-R-theoreme is obviously undisprovable in it’s mathematics, and thus, at least, could describe the nature of black-holes correctly, this new understanding of space-dilation behind the event-horizon doesn’t change the classical understanding of effects, which black-holes have on the space around (beyond) the event-horizon.

But there is another point, where i completly agree with Prof. Rossler, and which has become omitted by Prof. Giulini and Nicolai neglecting all relevance of Rossler’s warning:

An infinite space beneath the event-horizon will infinitly diminish the (electro-magnetical) charge of any black hole, as all charges falling into the black-hole would become infinitly attenuated and thus become 0.

Thus the safety of Earth is still relying either on the never observed Hawking-radiation being (hopefully) effectivly radiating away lhc-created micro-black-holes in ultra-short time span (Femto-seconds).

Relying on this widely accepted but never observed and therefore doubtable immediate radiation of micro-black-holes has been CERN’s only security argument to explain the postulated safetyness of experimentators intention to fabricate micro-black-holes on Earth ‘en masse‘, and so until summer 2008!

If Hawking radiation fails to protect Earth from lhc-initiated catastrophy, then there isn’t but only this huge calculation, which Profs. Giddings and Mangano presented the world in summer 2008 (obviously as an answer on Prof. Rossler without mentioning him at all). This accretion-rate-estimation over billions of years,
in which they computed, that hypothetically stable and uncharged micro-black-holes couldn’t for sure accrete more than some few kilogram of Earth’ matter over billions of years [sic], which successfully passed the peer-reviewing process in scandaleously short time span, must anyhow be considered as - at least - doubtable, as some parameters of their calculations are lacking evidence:

  • - for example the radius of (accretable) electrons
  • - and the neglection of any chaotic behave, as soon as the accretion of the first particle of a nucleus starts.

As soon as the accretion of the first particle of a nucleus (for example a single quark) starts, this quark begins to spiralize around the micro-black-hole - or vice versa the micro-black-hole starts to spiralize around the quark:

Ja, es gibt nur diese unendlich große klitzekleine Oberfläche eines Mini
Schwarzen Loches. Drin gibt es nichts, und auch außen nur eine lediglich "fast
unendlich große" Oberfläche über endliche Zeiträume. Dennoch ist "von außen" das
ganze Ding (wenn man eine Kugelschale darum legt) vielleicht nur 10 hoch minus
21 Meter im Durchmesser, also klitzeklitzeklein.
Seine Anziehungkraft ist maximal schwächlich, wenn man nicht in einen Abstand
von z.B. 10 hoch minus 20 Metern zu ihm gerät, was sehr selten passiert für ein
Quark (zum Beispiel).
Aber beim ersten Mal schon wird dann solch ein geladenes Teilchen zum
Hineinspiralisieren gezwungen. Dabei wird die 10 hoch 38 (oder hier "nur" 10
hoch 34) mal grüßere Anziehungskraft des im Eingefangenwerden begriffenen Opfers
wirksam. Es sorgt dann dafür, dass der Einfangprozess mit neuer Effizienz
weitergeht. Das habe ich in "Spiritual" beschrieben. Was von Giddings und
Mangano bekanntlich bewusst verschwiegen wurde und wird (weshalb ich sie seit
langem unwidersprochen des Betrugs bezichtigen durfte und darf und muss, was mir
sehr, sehr leid tut).
Erläuterung von Prof. Rössler per e-mail 12. Juli 2010

which would change the assumed quasi-linear geodesic movement of the micro-black-hole through the vast microcosmical emptiness of Earth’ matter, with the effect, that the micro-black-hole will stay connected with this and it’s neighboring quarks (and gluons) until this nucleus will be completly accreted … !!!

I hope Prof. Otto E. Rossler will invest the time to answer on my recapitulation of my understanding of his theoreme and on my layman-estimation(s) which part of his warnings are still of high relevance in security-discussion:

gothic-R-theoreme as a ‘proof’ that black-holes must be electro-magnetically neutral

and which not:

gothic-R-theoreme as a ‘proof’ that Hawking-radiation would be infinitivly delayed and thus being inexistent

.

Marc Fasnacht

———————-
[*] I like this view on space as relative itself very much - i intuitivly agree, as this relativaty of space itself (and not ‘only’ of things into spacetime, and spacetime in toto, fits with some experiences of mine in deep meditation.

Of course, this congruence with some of my personal yoga-experiences isn’t of any but of only subjective relevance in this exhaustive and endless discussions on safety with watch-blogging pseudo-scientists … but it might explain, where my motivation to dive that deep into Rosslers quest to challenge the physicist-community came from.

Main motivation to stay more than 28 month in this discussions on LHC, which eventually could initiate catastrophy, is the huge mass of uncertainty which one finds starting to inform himself on potential risks due to the experimentation at LHC, which might become summarized under the term “matter- or spacetime-transforming chainreactions".
A complete documentation on such risks is in preparation.

2010-07-24 | achtphasen | 15:35:21 | Email | 5 comments




 

Comment from: Me [Visitor]
Now when are we going to hear about the issues that Rössler takes with Bruhn, Nicolai et al? I mean - the specifics, not only that these papers are 2 years old, etc.! I would like to hear from Rössler the specific mistakes he finds in Bruhn's calculations. And what exactly is wrong with Nicolai's and Giulini's arguments? Am I wrong or are we going to wait for this until "Sankt-Nimmerleinstag"? And then the question is why? Why is Rössler not being upfront with his criticism? Because he doesn't understand? Because there are no mistakes in Bruhn's, Nicolai's and Giulini's arguments? Or ist it because he just doesn't want to open Pandorra's Box? Apperently you are doing this for the sake of the good - then this shouldn't be too much to ask for. And it would provide the basis for further SCIENTIFIC investigation into this topic. And not some Mantra-like repetition of weird ideas and non-fact based accusitions. Think about it!

Me
PermalinkPermalink 2010-07-25 | 00:46
Comment from: achtphasen [Member] Email
Hello anonymous Mr. or Mrs. 'Me',

i agree with you, that Prof. Rossler should answer on your question and i forwarded your comment right now to inform him about.

You would like Mr. Rossler to answer on:

Profs. Nicolai and Giulini: http://www.ketweb.de/stellungnahmen/20080730_Antwort_von_Prof_Dr_Hermann_Nicolai_und_Prof_Dr_Domenico_Giulini.pdf

Prof. Brun: http://www.mathematik.tu-darmstadt.de/~bruhn/CommRoesslerPaper.html

So i am looking forward to publish his answer(s) on your request, as soon as i will have received his arguments.
Thank you,
Marc Fasnacht
PermalinkPermalink 2010-07-25 | 16:25
Comment from: Me [Visitor]
Achtphasen,

That's nice. I do however doubt it that Roessler will answer these questions other than with: ".... they don't understand my theorem....".

As we are on this topic, it would be nice (and wise) from him to publish the results of the Peer-Review he got in 2008.

Me
PermalinkPermalink 2010-07-25 | 19:33
Comment from: Me [Visitor]
Can we expect an answer from Rössler any time soon? Or is he once again shying away from a real debate?

Me
PermalinkPermalink 2010-07-28 | 07:19
Comment from: Otto E. Rossler [Visitor]
[EDIT] Professor Rossler by e-mail, sent Tue. 07.27.2010 23:59 CET[/EDIT]
"Now when are we going to hear about the issues that Rössler takes with Bruhn,
Nicolai et al? I mean - the specifics, not only that these papers are 2 years
old, etc.! I would like to hear from Rössler the specific mistakes he finds in
Bruhn's calculations. And what exactly is wrong with Nicolai's and Giulini's
arguments? Am I wrong or are we going to wait for this until
"Sankt-Nimmerleinstag"? And then the question is why? Why is Rössler not being
upfront with his criticism? Because he doesn't understand? Because there are no
mistakes in Bruhn's, Nicolai's and Giulini's arguments? Or ist it because he
just doesn't want to open Pandorra's Box? Apperently you are doing this for the
sake of the good - then this shouldn't be too much to ask for. And it would
provide the basis for further SCIENTIFIC investigation into this topic. And not
some Mantra-like repetition of weird ideas and non-fact based accusitions.
Think about it!

Me"

----------------

Dear Me:

You should not hide behind anonymity with such a wonderful question for which I
cannot thank you enough.


Your question is essentially: What is new in my results? And why do all the
conventional thinkers (including those you mentioned) disagree?


My results just re-iterate what is to be found in every textbook but is subtly
wrong in one point even though it is not wrong if understood correctly. I can
understand if this claim surprises you, but do please bear with me a little
longer. So it is better, in my eyes, if I focus on my new results rather than
start out with where they are claimed to be wrong.


Everybody is wrong, for example, who believes in Hawking radiation; but I do not
say this here. Only the following:

Everybody is wrong who believes in the finite accessibility of black hole
horizons - as far as the surrounding world is concerned. For the astronauts, who
can indeed fall-in in finite subjective time [or be catapulted back out in
finite sunjective time if there were a non-damaging trampoline present on the
horizon, which amounts to doing the same thing under tme reversal] can do so
ONLY because their clocks are infinitely slowed-down. But with an infinitely
slowed-down clock, anyone can bridge any infinite distance in finite proper
time. So to rely on that clock for distance measurements amounts to a maximum
error made - actually adhered to by the whole relativistic community for close
to 9 decades by now (namely, since 1924 when Eddington first proposed his
coordinates which are not false in themselves, but combined with that stated
error as we shall see).


When I mention this fact concerning the slowed-down clocks, no one contradicts
me. For this finding is also to be found in the few very good textbooks that are
around (but never quoted). For this is old Russian-school wisdom which the
Western school somehow managed to forget and suppress. [Thus one could, by the
way, almost say that from the point of planetary survival, the demise of the
Russian school is a major tragedy.]


If you so wish, this infinite clock-slowdown is all that I am (re-) proposing.
The rest is virtually redundant: namely, that distances in the delayed sections
surrounding the horizon are effectively increased by the very factor (redshift
factor) characterizing the delay. These distances can, of course, also be
claimed to be unchanged while "only" light and everything else is slowed-down
there. I have reason to believe (and can show) that the new distance measure
makes more sense; but if anyone insists that to him or her, distances which
light takes a long time to cover are short, I do not object.

My gothic-R distance is after all an ALLOWED descriptive variable. "It is not
even wrong" is the response I like best. The reason I take it very seriously is
that I could in addition show that meter sticks are increased by the same
redshift factor in the same region of space, and that (rest-) mass is decreased
by the same factor (so the Bohr radius goes up by the same factor in an
independent confirmation coming from quantum mechanics). And along with rest
mass charge is decreased (by general covariance). So a famous law of physics,
charge conservation,does no longer hold true.


Everything becomes much more general if one takes the mental leap and - after a
while - learns to accept that the speed of light is indeed a universal global
constant, as Einstein and Abraham both always hoped in their hearts. And that
whenever distances according to the old way of reading are short (like the
traditional lower-case r-distance) but the time that is needed to cover them is
increased in parallel with the local decrease of the speed of light, it in my
eyes makes much more sense to speak of the distance being increased and the
speed of light staying unchanged. But, as I said, tastes are nothing worth
fighting for. Consistency is all that counts.

Then I perhaps made the psychological mistake of mentioning that a new manifold
can be seen to underly the Schwarzschild metric: no longer the old "Flamm's
paraboloid" but a new "gerenic 3-pseudosphere" (with a finite diameter at the
tail end rather than the zero diameter shown by the traditional 3-pseudosphere:
twice the Schwarzschild radius). But as I said, this is talking about
interpretations, not facts. The latter are unquestionable and undisputed.

But why then are there any discrepancies between what everybody believes and
what I say?

I do not really know at this moment. But my way of reading the facts does have
the following already mentioned consequences: infinite traveling times up and
down; effective change of the length of meter sticks downstairs; effective
change of rest mass by the same factor locally (while the total mass of a
falling body remains invariant under the fall); effective change of charge by
the same factor.


Oh yes: and then I prefer to stick to the old Schwarzschild metric and claim
that the allegedly "equivalent" other coordinates, in which infinite travel
times become finite, are not false in themselves but become false as soon as one
forgets to translate them back from the frame of a falling astronaut (or even
light pocket) back to the outside coordinates before one is allowed to take the
results literally in the outside physical sense. This is the only real eror made
by the whole community in my eyes. (So a mistake of "mistaken reification" would
be the only culprit.)

But as I said: as far as the Schwarzschild metric and its measurable
implications are concerend, I never deviated an iota from the trextbook opinion.
This causes so much frutstration: "This is not even wrong" is the best
counterargument I feel.


This explains the refusal to respond to my arguments by my esteemed colleagues
Nicolai (who replied once but no more) and Huisken, among others. Everyone
appears to rather sacrifice their lives (and not only theirs) for this refusal
to communicate. Somehow illogical, so it appears tro me, to rather be ready to
die than talk. Real hatred manifests itself in the opposite manner. So the whole
thing is also a tragic consequrence of the "too great politeness" that still
reigns in science. Why not say your opinion unambiguously? So that a reply
option is given to your opponent?


In other words: Why defend an old system of beliefs if the new one can save your
children's and your own lives? I never understood such "transfinite
haughtiness." It reminds me of a racial prejudice: "Not even worth debating
with."

I showed myself so vulnerable here because only in this way can you really
understand how I am ticking. I do not want to be right or to annoy anyone. I
only want everyone to see that what I am saying is equivalent mathematically but
simpler. And that hence new things can be seen that were under a veil in the old
way of reading the same shared facts. (With the forgotten inverse transfomation
as the source of the whole tragedy.)


And I must admit that I do have an accent. Both in English and in Physicalese.
Because I rely on old-fashioned metaphors and shy away from an allegedly
equivalent and indeed more advanced, but actually at one point wrong, new jargon
that itself is already many decades old. "Return to the mothgers!" said poet
Goethe once.


Forgve me the lengthy explanation or mere attempt at explanation. You helped me
to lay the finger at the salient point. Now it should be very easy to everyone
in the scientific community who were kind enough before to tell me that they
disagree, where they still disagree with me, and everyone else to find a new
stronger counterargument. Being falsified in time is my only aim as you know. A
safety conference was the fastest way I always thought. Now, you may have found
the right word to facilitate my defeat in comparable time. Thank you for that.


Take care, dear Me (I only now recognized you!), Otto.
PermalinkPermalink 2010-07-28 | 07:51
*
* your email address will not be displayed
  your URL will be displayed