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All secret services of the planet know about my warnings against CERN.

Prof. Otto E. Rossler, University of Tubingen, Germany (For J.O.R., 052811)

P.S. The following paper submitted to CERN and the Albert-Einstein-Institut got removed from the Internet:
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Einstein’s Equivalence Principle Has Three Further Implications Besides Affecting Time: T-L-M-Ch Theorem (“Telemach”)

Otto E. Rossler

Institute for Physical and Theoretical Chemistry, University of Tubingen, Auf der Morgenstelle A, 72076 Tubingen, F.R.G.

Abstract

General relativity is notoriously difficult to interpret. A “return to the mothers” is proposed to better understand the gothic-R theorem of the Schwarzschild metric of general relativity. It is shown that the new finding is already implicit in Einstein’s equivalence principle of 1907 and hence in special relativity (with acceleration included). The TeLeMaCh theorem, named onomatopoetically after Telemachus, is bound to transform metrology if correct.

(March 31, 2011)

1. Introduction

Recently it was shown that the Schwarzschild metric of general relativity admits at least one further canonical observable, the so-called gothic-R distance [1]. In terms of this distance, the speed of light c is globally constant. Is this result only a new mathematically allowed physical interpretation, or does it have deeper “ontological” significance?

A convenient way to find out is to pass over to an even more fundamental level of description. The “equivalence principle” between kinematic and gravitational acceleration, which still belongs to special relativity, is the oldest and in a sense most powerful element of general relativity since everything grew out of this “happiest thought of my life” as Einstein used to call it.

A famous “ontological” implication of the equivalence principle is the slower ticking rate of clocks at the rear end of a long constantly accelerating train or rocketship. It was deduced by Einstein in a chain of heuristic mental steps. The latter involved light-pulse emitting clocks and light-pulse detecting devices in a mentally pictured scenario comprising long hollow cylinders releasable into free fall sporting hooks and vertical slits in their sides to allow one to put in clocks and sensors at different height levels before or after release into free fall, cf. [2].

More than a half-century later, Wolfgang Rindler [3] succeeded in graphically retrieving all pertinent results of Einstein’s in the famous Rindler metric. The latter describes a long collection of simultaneously ignited infinitesimally short rocketships, or rather hollow rocket-rings, that stay together spontaneously owing to a careful choice of their systematically differing constant accelerations. The most concise description of the resulting 2-D space-time diagram, with its “scrollable” simultaneity axes that all pass through one point, can be found in Wald’s 1984 otherwise algebra-oriented book “General Relativity” [4, p. 151]. For an independent re-discovery, see John S. Bell’s intriguing paper [5].

2. The Secret Power of the Equivalence Principle

Clocks at the end of a long constantly accelerating rocketship in outer space have elongated ticking intervals when their light pulses arrive at the rocket’s tip, because the latter has in the meantime acquired a well-defined positive velocity compared to the point of origin of the light pulses, as Einstein found out in 1907. The resulting special-relativistic redshift at first sight appears to be a mere observational effect: “in reality” the clocks in question ought to tick at their normal rate (but they don’t).

We know how it is with Einstein’s deceptively simple gedanken experiments: He has a knack for following them up to a breaking point where something “impossible” occurs. Remember his previous observation of an apparent clock slowdown of a constant-speed departing twin clock which, while with constant speed returning, has an equally accelerated pulse rate, considered in his seminal founding paper of special relativity of two years before: When the twin clock with its elongated-appearing ticking intervals is turned around and comes back with its equally reduced-appearing ticking intervals, everyone would have bet that the net effect must be zero once the two clocks are re-united as physical twins. But to everyone’s surprise, a net effect (a manifest age difference) remains: the “ontological mehrwert” of Einstein’s.

Here with the constantly accelerating rocketship, the same thing occurs: A clock that is carefully lowered from the tip to the slower-appearing rear-end of the accelerating long rocketship will, after having been hauled back up, again fail to be as old as its stationary twin at the tip [6, p.18]. This proves that the clocks “downstairs” indeed are ontologically slower-ticking there. Note that the philosophical term “ontological” is utterly unfamiliar outside Einsteinian physics.

3. Three Added Implications of the Equivalence Principle

Everything that has been said so far is well known. If the clocks are genuinely slower-ticking downstairs rather than just looking slower from above: how about the existence of further ontological implications at the rear end of the rocketship? This suspicion is justified as it turns out. Einstein first found out — as described — that

T_tail = T_tip *(1+z), (1)

where z+1 is the local gravitational redshift factor that applies in the Rindler metric (Einstein called it 1+Phi/c^2, Phi being the gravitational potential [7]).

With Einstein’s result put into this simple form, one is immediately led to expect a spatial corollary: If all temporal wavelengths T are increased, the very same thing is bound to hold true for the spatial wavelengths L of the same light waves:

L_tail = L_tip *(1+z), (2)

and so by implication for all local lengths since everything appears normal locally as mentioned. Formally this conclusion follows from the constancy of the speed of light c (since L/T = c implies L = cT for light waves). If T is locally counterfactually increased by Eq.(1) as we saw, L must be equally increased in Eq.(2) if c is constant.

Although this is correct and we are here still in the realm of special relativity with its absolutely constant c despite the presence of acceleration, the conclusion just drawn is possibly premature since c is believed to be non-constant in general relativity (only “locally constant”). Therefore it is “safer” to first proceed to M and then from there back to L.

M, the mass of a particle that is locally at rest, is necessarily reduced by the very factor by which T is increased,

M_tail = M_tip /(1+z). (3)

This follows from the fact that all locally normal-appearing photons by Eq.(1) have a proportionally decreased frequency f, and hence have a proportionally reduced energy (by Planck’s law E = h f). They have so much less mass-energy by Einstein’s E = mc^2. If all locally generated photons have so much less mass at the rocketship’s tail in a counterfactual manner, necessarily all other masses — by virtue of their being locally inter-transformable into photons (like positronium)in principle — are reduced by the same factor. Hence Eq.(3) is valid.

From the M of Eq.(3), the L of Eq.(2) can now be retrieved as announced via the Bohr radius formula of quantum mechanics: a_0 = h/(m_e*c*2pi*alpha), where m_e is the mass of the electron and alpha the dimensionless fine structure constant. But if the radius of the hydrogen atom is increased in proportion to 1/m_e, wirh m_e varying in accord with Eq.(3), then the size of all objects scales linearly with (1+z) and so does space itself. This was the content of Eq.(2) above.

With Eqs.(1−3) we have arrived at the following abbreviated new law valid in the equivalence principle: “T-L-M.” Einstein’s old finding of T thus has acquired two corollaries of equal standing, L and M for short. What about the third candidate, Ch for charge?

If mass is counterfactually reduced locally and if charge stands in a fixed ratio to mass locally, then charge is bound to be counterfactually reduced in proportion for every class of charged particles. This follows — to give only one example — from the fact that locally, two “511 keV” photons still suffice to produce a positronium atom, consisting of a locally normal-appearing electron and a locally normal-appearing positron. Since both these particles have a reduced mass content by Eq.(3) as we saw, they must also have a proportionally reduced charge content, if all laws of nature are to remain intact locally. This latter condition is guaranteed by Einstein’s principle of “general covariance” which states that the laws of nature are the same in every locally free-falling inertial system. Note that a freshly released free-falling particle (like our positronium atom) is still locally at rest. Therefore, charge is reduced in proportion to the stationary mass,

Ch_tail = Ch_tip /(1+z). (4)

The herewith obtained “completed gravitational redshift law of Einstein” comprises 4 individual equations of equal importance. The new law can be condensed into four letters, T,L,M,Ch. Since the very same consonants pertain to a famous personality of mythological history, Ulysses’s son Telemach (or Telemachus), the 4-letter result can be called the “Telemach theorem.”

To witness, the gravitational redshift (1+z) on the surface of a neutron star is of order of magnitude 2. And the gravitational redshift on the surface (“horizon” in Rindler’s terminology) of a black hole is infinite. By virtue of Telemach, objects on the surface of a neutron star must be visibly enlarged in the vertical direction by a factor of about two [8], which may be measurable. At the same time, the distance toward and from the horizon of a black hole has become infinite (as the corresponding light travel time is already well-known to be [6, p. 20]). Obviously, no known physical phenomenon contradicts the new result which can be tested further empirically.

4. Discussion

Two points need to be discussed. First: Is the Telemach result derived in the equivalence principle robust enough to carry over to the Schwarzschild metric and from there on to all of general relativity? Second: Is the result acceptable in principle from the point of view of modern physics and especially the science of metrology?

The first point is easy to answer. All arguments used above carry over to the Schwarzschild metric. The L of Eq.(2) is nothing but the “poor man’s version” of the gothic-R theorem of the Schwarzschild metric [1]. Conversely, the Schwarzschild metric would have a hard time if the “gothic-R” did not fit the “L” of the more basic theory of the equivalence principle.

Before we come to the testable second point announced, a brief digression into the literature is on line. As noted in ref. [1], similar propositions (sub-vectors of T,L,M,Ch as it were) are not unfamiliar. An analog of L was quite often conjectured to hold true in general relativity. For example, an engineer of the Global Positioning System who — in distrust of Einstein — had built-in a special switch in case Einstein’s predictions were to prove true, later wrote a paper [9] to come to grips with his own surprise; in one formula (his Eq.9 for the “local rest mass energy”), he comes close to Eq.(3) above. More recently, George W. Cox wrote an autodidactic paper arriving, in the present terminology, at T, L and M [10]; he also is the first scientist to explicitly support Ch (personal communication 2010). And professor Richard J. Cook arrived very elegantly at T,L,M (including these symbols) in general relativity [11], correctly invoking a variation in the gravitational constant G by (z+1)^2, but leaving Ch unscathed. Ch proves to be the real crux of the present return to the roots of Einstein’s theory. A discussion with members of the Albert-Einstein Institute in early 2009 made it clear that validity of the Gausss-Stokes theorem of electrostatics [4, p. 432] is put at stake by any change in Ch. So is the Reissner-Nordström metric which no general relativist would easily sacrifice. But this is not all. A change in L alone is bad enough already; for it apparently implies invalidity of the famous Kerr metric and certain cosmological solutions of the Einstein equation. Thus the above theory — while implicit in the equivalence principle and the Schwarzschild metric as the heart of general relativity — is by no means an easy-to-absorb implication of general relativity. This fact can explain some of the resistance the gothic-R theorem encountered when first proposed.

The announced second point is even more important because it makes the connection to measurement. Just as Newton’s universal second (the ” Ur-second” so to speak) was toppled by Einstein’s revolutionary finding of the gravity-dependent “local second” T of Eq.(1), so the famous “Ur-meter” adhered-to up until now is toppled by the gravity-dependent “local meter” L of Eq.(2). The same holds true for the “Ur-kilogram” which with the M of Eq.(3) has now has become different on the moon (much as its once taken-for-granted universal weight had been dethroned by Newton’s law). And the “Ur-charge” Ch (of an electron) now ceases to be universally valid by Eq.(4). The whole to be measured-out cosmos thus acquires a new face if Einstein’s happiest thought (Eq.1) has been correctly elaborated in Eqs.(2−4) above.

In return for this drawback (if it is one), four quantized physical variables arise, three of them new: Besides (i) “Kilogram times Second,” Leibniz’s later famous “action,” there are now:

(ii) “Kilogram times Meter” (“cession” [12]),

(iii) “Coulomb times Second,” and

(iv) “Coulomb times Meter” [13].

The explanation of (ii) is that time and space (Second and Meter) scale in strict parallelism (by Eqs.1,2). The explanation of (iii) and (iv) is that rest mass and charge (Kilogram and Coulomb) scale in strict parallelism (by Eqs.3,4). The quantization laws (iii) and (iv) have no names as of yet (“pulsion”?, “gression”?); they come in several particle-type specific varieties each [12]. Note also that while both G and epsilon_o (and with it mu_o) cease to be fundamental constants as a consequence of L,M,Ch, their ratio (more specifically, the square root of the product of G and epsilon_o) becomes a new fundamental constant of nature which may be named “G_o,”

(v) G_o = 2.4308 *10^(−11) C/kg,

as is straightforward to check by inserting the currently accepted values for G and epsilon_o. A particle-class specific splitting of (v) may or may not have to be reckoned with. Many experiments testing the derived results (ii-v) can be devised. Foreign new technological applications come into sight.

To conclude, a minor revolution in physics was tentatively proposed. The skepticism shown by some members of the experimental profession up until now can be hoped to be overcome with Eqs.(2−4) above. The gothic-R theorem may cease to be controversial. The author would be grateful if a currently running prestigious experiment the fundamentals of which are affected by the above results could be interrupted until the above findings have either been falsified or taken into regard. For it appears that dangers — even apocalyptic ones — cannot be excluded in the wake of the Telemach theorem. Owing to Telemach’s youthful and exotic character, it still appears possible that all of the above is “absolute nonsense” as a colleague who has since changed his mind once publicly called the gothic-R theorem. Einstein in the dusk of his life came to doubt everything he had done, the atomic bomb being the obvious reason. Now his results could for once have an opposite (globe-saving) effect. Timely criticism by the community is invited.

I thank Eric Penrose for discussions and Peter Plath for stimulation. For J.O.R.

References

[1] O.E. Rossler, Abraham-like return to constant c in general relativity: gothic-R theorem demonstrated in Schwarzschild metric (2007; 2009). On:
http://www.wissensnavigator.com/documents/Chaos.pdf
(Remark: Bernhard Umlauf kindly showed that Eq.9 of ref. [1] contains a calculation error, with the following phrase: “the numerator of the fraction under the natural logarithm must read r_0^(1/2)+(r_0-2m)^(1÷2) and the denominator analogously must read r_i^(1/2)+(r_i-2m)^(1÷2).” Note that this correction leaves the text of ref. [1] unchanged.)

[2] A. Pais, “Subtle is the Lord …,” Oxford: Oxford University Press 1982, pp. 180–181.

[3] W. Rindler, Counterexample to the Lenz-Schiff argument, Am. J. Phys. 36, 540–544 (1968).

[4] R.M. Wald, “General Relativity,” Chicago: University of Chicago Press 1984.

[5] J.S. Bell, How to teach special relativity, Progress in Scientific Culture 1, (2) 1976. Reprinted in: J.S. Bell, “Speakable and Unspeakable in Quantum Mechanics,” Cambridge: Cambridge University Press (1984), pp. 67–80.

[6] V.P. Frolov and I.D. Novikov, “Black Hole Physics: Basic Concepts and New Developments,” Dordrecht: Kluwer Academic Publishers 1998.

[7] A. Einstein, On the relativity principle and the conclusions drawn from it (in German), in: “Jahrbuch der Radioaktivität und Elektronik,” Vol. 4, pp. 411–484 (1907), Eq.(30a), p. 479; English translation in: The Collected Papers of Albert Einstein, Volume 2, The Swiss Years: Writings, 1900–1909, pp. 252–311, p. 306. Princeton: Princeton University Press 1989.

[8] H. Kuypers, Atoms in the gravitational field: Hints at a change of mass and size (in German). PhD dissertation, submitted September 2005 to the university of Tubingen, faculty for chemistry and pharmacy.

[9] R.R. Hatch, Modified Lorentz ether theory, Infinite Energy 39, 14–23 (2001).

[10] G.W. Cox, The complete theory of quantum gravity (2009). On:
http://lhc-concern.info/wp-content/uploads/2009/10/quantumfieldtheory31.pdf

[11] R.J. Cook, Gravitational space dilation (2009). On: http://arxiv.org/PS_cache/arxiv/pdf/0902/0902.2811v1.pdf

[12] O.E. Rossler and C. Giannetti, Cession, twin of action (La cesión: hermana gemela de la acción). In: “Arte en la era electronica” (ed. by C. Giannetti), Barcelona: Associación de Cultura Temporánia L’Angelot, and Goethe-Institut Barcelona 1997, p.124.

[13] O.E. Rossler and D. Fröhlich, The weight of the Ur-Kilogram (2010). On:http://www.achtphasen.net/index.php/plasmaether/2010/12/11/p1890

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Added May 28, 2011: Charge nonconservation – my main result – was described independently in 2009 by György Darvas of the Hungarian Academy of Sciences.

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Moderate climate critic Richard A. Muller emphasized before the American Congress that a fair presentation of any warning-type scientific results presupposes a fair treatment of the stance of the skeptical majority. I therefore herewith present my Armageddon scenario (of 8 percent within perhaps 5 years) to the American Congress in the requisite, maximally vulnerable manner; in 4 points.

Point # 1 – lack of publication in refereed journals –

Correct. My seminal paper of 2007 remains unprinted – even though it was accepted for publication by a refereed journal. The reason: the journal got closed down. Although it was re-opened recently under its old name, its scope was reduced so as to no longer cover theoretical physics. The journal’s name: “Chaos, Solitons and Fractals.”

Point # 2 – alleged falsity of my first major result –

The result (a “gravitational space dilation” paralleling gravitational time dilation) was independently described in 2009 by Professor Richard J. Cook of the American Air Force Academy.

This result is not really contentious since the traditional interpretation of general relativity and the Einstein equivalence principle makes the same quantitative predictions about measurable data. Only that the traditional interpretation (a locally undetectable reduction of the speed of light in proportion to the gravitational redshift) is replaced by a simpler one (global constancy of the speed of light) which would have greatly pleased Einstein.

Point # 3 – alleged falsity of my second major result –

The result (“gravitational mass-energy reduction”) is well-known to hold true for locally emitted photons. The implied proportional mass-energy reduction of any locally at rest particle and body was independently described by Cook. It to my knowledge stays uncontested. The traditional notion of the “Komar mass” has essentially the same meaning.

Point # 4 – alleged falsity of my third major result –

The result (“gravitational charge reduction”) is revolutionary. It was confirmed by Cook (personal communication 2011). It is a new implication of Einstein’s equivalence principle and the general theory of relativity. It follows from point 3 via general covariance.

—–

Rather than go on with implications, I stop with this third result because it is a scandal. It contradicts 95 years of post-general-relativity physics (“Reissner-Nordström metric”) and 150 years of electromagnetism (“Gauss-Stokes theorem”). Such a revolution is maximally rare. It is bound to have major implications.

There is no response from the part of the profession. The LHC experiment — which is made maximally unsafe by the new results — is being quietly continued. Hate blogs (“relativ-kritisch” and “ElNaschiewatch”) are needed to keep the media quiet.

I would like to ask the American Congress to launch an investigation into lack of circumspectness of the American physical organizations and science media, in the face of revolutionary new results suppressing which endangers the American people.

Professor Otto E. Rossler, chaos researcher, University of Tubingen, Germany (For J.O.R., May 23, 2011)

A scientist finds a new result – black holes are uncharged – and the best defense of CERN’s against the allegation that its currently running black-hole factory endangers the planet is gone. But CERN continues in plain sunlight while pretending the result is non-existent.

This would make for a grandiose Hollywood script. It could be pepped up with the side ingredient that the planet’s International Court of Crimes Against Humanity shies away from even replying, and that in contrast a Cologne court requests a scientific safety conference before the experiment can be continued: each fact a non-topic for the media of the planet in question. Sociologists will be eager to explain how such strange global behavior could arise. Or is it because CERN has the rank of a military organization given the fact that its status of absolute immunity is only matched by that of the United Nations themselves?

Much more likely, of course, is it that the unchargedness theorem is false. This is what the Albert-Einstein Institute maintains unofficially while refusing to acknowledge the problem in public. Thus, most probably, everything is fine?

This would be the case if life-saving new results either could not exist or could be made disappear by decree. “A Nobel candidate’s results published three years ago being treated as nonexistent by the planet’s establishment” has only one possible explanation: the person in question has been declared crazy by the state.

As long as this diagnosis has not been medically demonstrated, however, the prospect of danger to the planet stands undiminished. Note that the currently un-disproved probability of the world going under in about 5 years’ time if the experiment is continued, will only be reduced from 8 to 4 percent if the originator is crazy with a probability of 50 percent. And even if he could be shown to be actually crazy, his formally flawless theorem would still deserve the benefit of the doubt.

In our strange movie script, the originator then points away from his own person asking the question of why no one listens to world-famous philosopher Paul Virilio who is on his side. Or to the outstanding people who had accepted the main paper? And if no scientist stands up and says “I take the responsibility that this is false”: Why then not try and put a body of unbiased scholars together to find out if the danger is real or not? Prince Charles was asked to head the panel 3 years ago.

You see I am being impossible with this movie script: To pretend that a single scientist had the right to insist on being proved wrong after finding evidence for a serious assault on the planet! When every reasonable person today agrees that only the highest world leader in terms of political power has the right to utter such a global warning. A scientist would never have this right, and no astronomer would ever be allowed to warn the planet in case he finds a big asteroid bent on a collision course. Yet if this indeed is the modern consensus — also with respect to the current new outbreak of Ebola? -, the whole planet has forgotten what science and rationality means. Is our planet caught in the midst of a dark age?

It would be sufficient if if Stephen Hawking or Hermann Nicolai responded, or if another big name did. For it cannot possibly be that big names have evaporated after my late friend Johnny Wheeler and his Eastern match, Jacob Zel’dovich, passed away. A fatherless planet?

Life would be easier if gravity did not reduce (and in the limit extinguish) charge. And if rationality were no longer needed for survival. However, the time when it was possible to express such claims publicly had seemed by-gone for centuries. Which scientist on the planet has the courage to prove that the “unchargedness theorem for black holes” is false? If no one is capable of doing so, why not report this fact, dear planetary media? And why not address this fact, dear wordless politicians?

I thank my large students’ audience of this morning in the town of Villingen: It was a privilege to be allowed to try and make transparent Einstein’s thinking to you. Take good care, young people of the planet.

Otto E. Rossler, chaos researcher (For J.O.R., May 18, 2011)

800 out of 12.000 boat people have drowned in 2 months time in unappreciated heroism. One billion out of 7 billion people go hungry every day. Science no longer yearns for the unknown. Seen against this backdrop, CERN’s refusal for 3 years to allow for a scientific safety conference in the face of a comparable risk to the whole planet (to be shrunk to 2 cm in a few years’ time with a probability of about ten percent) fits in perfectly.

Are human beings the “ten percent killers” by nature? I doubt it. A corrupt system is almost everywhere active in society, or so it appears. The past fate of Lampsacus hometown could be taken for a sign. The hometown of all persons on the Internet is an option for 17 years but remains a non-topic. This even though it is quite affordable and would boost the nation or continent or institution that installs it. And in addition would do a lot for a healthy global economy.

What has all of this to do with CERN? I do not know — except that CERN invented the Internet. But there is the more recent fact that they are hostile to new scientific results and more specifically are unwilling to admit a discussion of the safety of their – by now for more than a year running at increasing luminosity — mega-experiment. I admit that I still hope that my results as to an apocalyptic danger residing in the latter can be relativized. But so far, no one tried to achieve this goal. And no one on the planet dares take up the issue.

In ordinary life one calls such behavior cowardice: Disappearing from sight when asked to respond. A very human attitude. Especially so when a monolithic giant like one of the few legally immune world institutions is involved.

Forgive me that I am still hopeful that this issue is going to be taken up by the world’s media such that either the planet is saved or – if it turns out that it was never in jeopardy – rationality is re-established. For human beings are the only animals capable of rationality – of seeing with the eyes of the other and doing so with their hearts involved. For as a young child, they invented the idea of benevolence – the suspicion that mom wants them to be happy so they turned the table and wanted mom to be happy. The inexplicable light of the day and the gift of the present now are part of this human discovery of mutual gratefulness.

Take care, everyone, and thanks for the fish. The fish of rationality. That CERN is allowed to interrupt operation until the safety issue is clarified. I wish them all the good luck of the world.

Otto E. Rossler, chaos researcher, University of Tubingen (For J.O.R., May 11, 2011)

I am at a loss: I have a scientific proof that can save everyone’s life but no one listens.

The proof implies that CERN — the European Research Council – currently attempts to shrink the earth to 2 cm in a runaway process consummated in about 5 years’ time and effective with a probability of about 8 percent, if the LHC experiment is not stopped immediately.

The scientific safety conference already demanded three years ago got recently requested from the German government by a Cologne court. But the globe’s media keep silent (except for the tiny “ET-Journal,” Volume 16, pages 58–59, 2011).

Maybe the court and the present writer are both crazy? But even if you assume this, is the danger not appreciably reduced thereby as long as the offered proof stays unaddressed. (The proof has three elements: Telemach – a new black-hole theorem involving Time, length, mass and charge -, a quantum theorem protecting the superfluid cores of neutron stars, and a chaos theorem yielding exponential growth inside earth.)

Can one of my readers name a scientist ready to shoulder the job of disproving my result (so far a few tried but none remained in the ring)? Or advise me how to get the benefit of the doubt of the planet at large? Or advise me why I should stop this desperate campaign?

Otto E. Rossler, University of Tubingen (For J.O.R., May 10, 2011)

Please, declare that I am wrong if I say that my proof stands undefeated that the citizens of the U.S. are currently subject to an attempt on their lives by the European Nuclear Research Council.

(The probability that the planet will be shrunk to 2 cm in a few years’ time is of the order of 8 percent if the LHC experiment is not halted immediately, according to my calculations based on Einstein’s equivalence principle published three years ago.)

I desire nothing more than a refutation but no scientist dares come forward so far. Ask Stephen Hawking.

Only your authority can cut through the Gordian knot. I subject myself to your judgment.

Otto E. Rossler, chaos researcher, University of Tubingen, Germany (For J.O.R., May 3, 2011)

… while Europe continues to suppress the risk incurred by it regarding the lives of all children on the planet. The cover-up of this proven fact must end and CERN halt the LHC experiment.

May I dare ask the people of Japan to rally behind the Cologne Administrative Court who publicly called for the scientific safety conference denied by Europe for 3 years?

Otto E. Rössler, chaos researcher, University of Tübingen (May 1st, 2011, for J.O.R.)

The LHC experiment at the European Nuclear Research Center is presently being continued in defiance of a public proof of danger — that the planet will be shrunk to a diameter of 2 cm in perhaps 5 years’ time with a probability of up to 8 percent if the experiment goes on. The continuation occurs in defiance of the recent public appeal by a court to allow for a scientific safety conference first.

No public voice on the planet acknowledges this critical situation – even though simultaneously another survival error unfolds before everyone’s eyes. The perhaps most cynical situation of history. What has gone awry?

Is “rational science” a myth that was imperceptibly abandoned? The scientific members of CERN cannot possibly believe that they are acting in accord with the rules of rational science, one feels. Nevertheless they are being held in high esteem across the planet – so high in fact that the world’s media appear to voluntarily observe the first global press curfew. How can the manifest irrationality – if it is one – be explained?

The reason has to do with opinion power – who would argue with 8.000 scientists? But suppose the mentioned proof is really on the table (as it is to the best of my knowledge): What would be the explanation, then? One would be forced to conclude that outdated science, if held fast to, is not science any more but rather the opposite: the most dangerous enemy of the future. We know this from medieval times where dogmatism took over under the mantle of orthodoxy (in the good sense). Did we re-arrive there again with the burden of a much more dangerous arsenal of instruments, acquired in a preceding period of rationalism?

Pursuing this tantalizing thesis could be a rewarding pastime in the last years of a doomsday-conscious planetary society once it will be too late to do anything about it. The present period of “after-science” will then be diagnosed as being characterized by a global intolerance toward novel scientific results — an intolerance profound enough to let the whole planet prefer dying to accepting any qualitative (“revolutionary”) scientific advance as necessary to uphold the premises of rationality.

A single individual is unlikely to have enough experience to spot such an overall trend in the broad scientific endeavor should it really exist. Has science been abandoned at more than one point, and so for years or decades in a row so that the diagnosed attempted suicide would be a symptom in a broader development?

In the following, I will attempt to put together a few examples which jointly could support such a diagnosis. It will be of interest to learn how others see this, and how we might be able to create a consciousness of what is happening here, so as to have some theoretical fun in our “last hour” on the planet (to quote Sir Martin Rees) in the worst case. Or to put it more hopefully: Being joint victims of a spirit of anti-progress, the planet’s citizens may take an interest in learning about an individual’s subjective experience with other cases in point. In this way, other “specialists for non-specialization” might feel encouraged to contribute their own experiences — so that at the last moment a new blossoming of an outdated spirit of progress can perhaps be triggered on the planet. The following personal selection of ten points might, in spite of its subjective character, prove to be “better than nothing” as a starting point.

1) Following the downfall of the potentially deadly East-West competition (which apart from this inherent risk also had some good sides to it like the development of space travel), the most striking example of “anti-progress,” if I may use this term, was perhaps the historical refusal by planetary protagonists to install “Lampsacus hometown of all persons on the Internet.” Vannevar Bush, Stafford Beer and Francois Mittérand had already had the same idea before the age of the Internet. Ezer Weizmann was then ready to do it jointly with Saudi Arabia, but got deposed at the worst possible moment. All other leaders and governments and churches and big foundations waived the opportunity. No billionaire loved his fellow human beings enough to give them this affordable present, and not a single country wanted to reap the immense fruits (in terms of friendship and economic connections) gained from installing this science-born and science-promoting progress on the planet, a progress necessary to make the planet a bearable place for every inhabitant. An information-science based progress which, by the way, had been made a practical option by CERN’s inventing the Internet (Tim Berners-Lee worked there). A whole new science – “the pyramid”- representing every knowledge on all levels of resolution and making all connections across levels, got consciously rejected. Only some maverick kids who invented some sub-elements of Lampsacus soon after (like Google, wiki and iPud) could not be prevented from giving a few crumbs to the world, a fact for which most everyone has grown grateful ever since.

2) A second example of manifest “anti-progress” is in my eyes the strange refusal by the therapeutic profession to discuss or apply the acoustic-smile therapy of primary autism. This harmless idea was proposed in outline in 1968 and in detail in 1975 by the present writer (who apologizes again for the use of personal experience). The apparent reason, in retrospect, for this resilience of a whole profession was the prediction made that the therapy would be so effective as to work also with non-human mirror-competent lovely young creatures (a phenomenon subsequently called “galactic export”). This heart-moving trait apparently went too much against the grain of contemporaneous science (imagine it would work: what a catastrophe to conservatism). In this understandable way, a new science based on contributions by many workers (like René Spitz, John Bowlby, Selma Fraiberg, Konrad Lorenz, John Lilly and Gregory Bateson) proved empirically unwelcome for decades. This may or may not teach us something about our present context.

3) Example number three would be the tacit abandonment of project “Lunatown” by Japan and all cooperating countries for almost two decades already. If it is true that humanity has caught a deadly virus with the invention of systematic science (as can be argued but as I try to counter-caricature here with the thesis that it is only the corruption of the spirit of science that is deadly), then this first step in a “lifeboat” type expansion of humankind across other celestial bodies is the only safe chance for its sustainable future. As brave scientist Stephen Hawking independently proposed in books written for his young grandson.

4) The fourth example of science having ceased to reign without anyone’s noticing is cosmology — a topic that most everyone on the planet finds fascinating. Edwin Hubble, the 1928 discoverer of cosmological redshift — that grandiose phenomenon of a systematic frequency change of light with distance which explains why the night sky is dark -, got his Nobel prize denied because he did not believe in the ad-hoc explanation of a “big bang.” Fritz Zwicky’s timely 1929 discovery of the correct explanation – a “dynamical friction” suffered by any fast particle traversing a churning cauldron of randomly moving gravitation centers — got rejected owing to an error in his calculation. The latter got effectively corrected 15 years later, by Subrahmanyan Chandrasekhar, in a more limited astronomical context (the braking of fast-moving stars in a globular star cluster as is necessary in order to explain the longevity of these oldest known structures in the universe). Nevertheless “dynamical friction” stayed in-applied to cosmology for many more decades (owing to chemical friction between the protagonists?). It no doubt got re-discovered several times since; the late Ilya Prigogine was open to it, for example. The Tubingen school’s belated arrival at it, 74 years after Zwicky, got apparently never quoted. Why the resistance? The false ad-hoc-explanation of an exploding bomb (“big bang”) proves virtually in-erasable after its having been married with other falsities — like “nonbaryonic dark matter” and an alleged “cosmic” origin of the galactic background radiation (whose first discovery by Charles Guillaume in 1896 (as I learned from Andre Koch Assis) got totally suppressed following its re-discovery half a century later by Wilson and Penzias who mistook it for a fingerprint of the putative primordial fire ball). Amazingly, even quantitative numbers — the famous “13.7 billion years” for a finite cosmic age — could be erroneously extracted from the most beautiful quantitative data. I do hope that you will get a bit angry with me at this point — so as to feel ready for a debate. In this way we will understand better how excusable CERN really is with its refusal to argue with a competing much smaller school. And that scientific truth is too serious a business for majority decisions to be accepted. I forgot to add that a numerical proof of the simplest case of the underlying new sister discipline to statistical mechanics (cryodynamics) was published by a hard-working coworker last year.

5) The fifth example has to do with the many-cuts theory of quantum mechanics. The latter got initiated by Einstein’s writing a letter to a 12-year old boy named Hugh Everett in 1943. The “spooky action at a distance” first discovered (if doubted) by Einstein 8 years before, would then be explained 14 years later by that very boy. But the pertinent crucial experiment – proving that Everett is right in case of a positive outcome — which was proposed independently many times since the 1980s (by Susan Feingold, Roger Penrose, the Tubingen group and Anton Zeilinger, to mention only the short list), was never done by ESA to which it had been proposed. The reason was in the last instance, so I believe, that the to be expected further confirmation of the Bell inequalities also here (in a relativistic situation of two mutually receding measuring stations so that each station would make the first measurement in its own frame) — would have proved Everett’s interpretation to be the correct theory of quantum mechanics at the expense of the reigning Copenhagen interpretation. Since everybody still falsely believes Everett’s theory were a many-universes (rather than a many-cuts) interpretation, the predictable outcome would have been unbearable as a measured fact. In this way, the overdue empirical confirmation of microscopically sharp “assignment conditions” existing in physics besides Newton’s “laws” and “initial conditions,” got missed or rather postponed. The assignment conditions are different for each observer in his own quantum world, if Einstein’s provocative prediction that two non-commuting observables can be measured in physics in defiance of quantum mechanics is the empirically confirmed alternative interpretation of the predicted outcome: that two observer-specific quantum worlds in the sense of von Neumann have become manifest empirically) is adopted. But the latter is too scary even to be contemplated owing to its religion-rehabilitating character. So it was “wise” in a sense on the part of the physical community to forget about Asher Peres and Susan Feingold and the rest of the crew? Such a scientific tactlessness – to arrive at an empirical clash with the common sense of a century – is the hallmark of Einstein’s proposals. This time around, its empirical verification got eschewed for more than two decades, mostly for subconscious reasons I would expect. Copenhagen — Einstein’s dearest enemy — therefore still reigns to date even though it most likely is no longer alive.

6) The sixth case in point is the classical explanation of Planck’s constant as a classical Sackur-action in statistical mechanics, published 26 years ago. Any momentarily closed classical statistical mechanical system (like a gas or fluid or composite system chemical structure like a brain) contains a phase-space volume described by the Sackur-Tetrode equation which contains Planck’s constant in the denominator – but not as a constant, only as a unit. So a system-specific unit action can be calculated. In the case of the brain, it empirically coincides with h-bar to within a factor of less than two when calculated roughly. This fact may or may not be a coincidence. Evidence in favor of the second alternative was later unexpectedly found in the course of pursuing the new science of endophysics. The prospect of better understanding both quantum mechanics and relativity on this basis has come into view. Yet so, of course, without catching any one’s interest in the scientific community. Our question here is: Why the “of course”?

7) The seventh case in point that I had the good fortune to come in contact with is the classical Pauli cell. The topic of “classical indistinguishability” has an incredibly long history, going back (via Hans Primas, Hermann Weyl, Wolfgang Pauli, Josiah Willard Gibbs, the Leibniz-Clarke-Newton correspondence, Spinoza, the Mutakallimún and Gregorius of Naziance) to Anaxagoras in ancient Greece and the town of Lampsacus (Lapseki today which is still famous for its giant cherries). The physical existence of indistinguishable particles entails a rationally explicable miracle: an instantaneous jumping of particle identities at well-defined mutual positions in space in their common frame, in between two or more particles provided they are “absolutely” (transfinitely exactly) equal. No one takes notice for more than two decades of this mathematical fact as an element of quantum mechanics explained classically. Chemistry relies crucially on it. It in addition teaches us something about our own nature: Consciousness appears to be attached to an anatomically localized subset of such “transfinitely exactly polished” particles in a certain part of our brain – if the Feingold experiment has the predicted outcome. Such proposals in the footsteps of Einstein and Pauli are hard even to be made plausible today.

8) Number eight is the brain equation of 1974. If it had not been consistently ignored, the robots that are so desperately lacking to humankind today in an ongoing emergency would long be available. On the empirical side, there is a matching fact: Lack of support for the “Pandaka pygmaea Brain Research Institute” first proposed in 1990. Here the smallest biological brain functioning like ours, that of Pandaka (and that of a close relative, Gobius niger, that already is halfway in size between Pandaka’s and ours) would have been investigated in maximum detail in the footsteps of Werner Reichardt’s who had devoted his life to the house fly’s brain at age 27 (as he once told me). The prediction that many nobel prizes would be forthcoming had no charming effect on the scientific community – which is the point of interest in our present context.

9) Example number nine is a confirmation of Einsteinophobia again – directed against the young Einstein for once. It refers to the experience, collected over two decades, that it is not allowed any longer to draw new conclusions from Einstein’s old findings. Equally disallowed are deviations from ingrained conclusions derived from the latter by other workers (like the famous horizon-eliminating transformations which although mathematically admissible are unphysical). The gravitational time-slowdown of clocks (T), found in the equivalence principle by Einstein in 1907, has since acquired three natural-born twins (L, M, Ch) for length, mass, charge; the whole bunch therefore got nicknamed “Telemach” (after Ulysses’ son Telemachus). The implied improved understanding of black holes has, far from triggering a wave because of its beauty, become a planetary taboo topic. Einstein’s theory — a taboo, both in quantum mechanics and in relativity?

10) Example number ten makes the bridge to our topic proper (the LHC). A doctoral dissertation containing an early corollary to Telemach (a rotating frictionless wheel when lowered onto the surface of a neutron star is radially enlarged by 34 percent to conserve angular momentum) got rejected by the faculty in charge, despite two A grades granted in the absence of any other graded report. A nobelist asked our forgiving for his not daring to help us. It took us two years before getting a glimpse of the motivation: The result touched on the dogma of Hawking radiation and, with it, on the safety of the LHC experiment.

The absence of Hawking radiation, demonstrated by our group, does not automatically mean that there is no remaining safety net for CERN. Two important safety factors need to be taken into account: The continued existence of neutron stars in the cosmos, and an possible slow (non-exponential) growth rate a inside matter. Both are sold to the public as life insurances by CERN against better knowledge.

Case 1 (neutron stars): CERN claims that the ultrafast natural cousins to the ultraslow human-made miniature black holes, hoped to be generated in Geneva, would long have eaten all neutron stars inside out if the human made ones posed any risk to earth. However, while it is true that natural miniblackholes will get stuck inside a neutron star, the alleged high growth rate so the star will be eaten, is false: Any beginning growth in the crust comes to a standstill when the black hole sinks into the core. This is because the superfluid coreis frictionless according to quantum mechanics so the black hole cannot accrete matter there. The quantum guardian angel was communicated to CERN in time and published ahead of their (silent) “safety report.”

Case 2 (non-exponential growth): CERN claims that inside ordinary matter, black holes grow non-exponentially (just the opposite of what was assumed before). Thus while the fact that earth is going to be eaten inside out as the consequence of the experiment if successful is conceded, death allegedly will come slow. 50 million years was an estimate for which BBC conducted an opinion poll 4 years ago – with appallingly low approval rates by the public. In its subsequent “safety report,” the number was increased more than a hundred-fold. Although the corresponding paper was sent to CERN long before their safety report appeared, it remains unquoted up to this day. The fact that a chaotic attractor (a “Kleiner attractor in real space”) is formed inside matter as an exponentially growing miniature miniquasar so the eating time is reduced to the order of years is taboo.

The point in our context is not these details (or any accompanying cover-up) — it is the silence of the scientific community. Our topic proper is loss of rationalism on a suicide-prone planet. I am not sure I could convince you of an overall decline in the disciplined spirit of science with my ten points. Or of the persisting truth of Francis Bacon’s claim that nature is humankind’s enemy posing booby traps that become the more dangerous the more advanced the technology is. This healthy rationalist attitude has evaporated from the planet, or so it appears.

My friend C. Andy Hilgartner is not so optimistic. He thinks there is a virus – a lethal assumption – contained in rationalism itself. Or more specifically in the way post-hunter-gatherer societies are “languaging.” He is the first to have written an artificial grammar derived from explicit premises (the “non-Aristotelian premises” proposed in 1941 by Alfred Korzybski). From those premises, he with linguist Ronald Harrington generated a “Let us keep track of what we say” notational language. It avoids the crucial mistake which Hilgartner sees in the pretense, implicit in the usual generalized grammar underlying the Indo-European languages among others, that unlike verbs, nouns (maps) are implicitly identified with what they stand for (territory). This amounts to a built-in dishonesty in our languaging and hence in our thinking.

I hope that this advanced level of rationalism (Korzybski’s 1941 book is titled “Science and Sanity”) is not really needed for the planet’s survival, in the present short-term situation. For as we saw even the traditional rationalism called “science” is violated by the current lifeboat-defying collective inactivity of the rest of the globe in the face of CERN’s activity. But I cannot rule out that Andy has caught the real culprit so everything placed before your judgment above was naïve since the real metánoia needed remained unaddressed. The existing urgency would be my only excuse.

Let me close proposing an opinion poll in case anyone cares to reply: Please, add a Y or an N to your name and/or text answering the following question: “Should CERN take a break and allow the scientific safety conference to be convened? Yes or no?” The N answers will be of special interest to every reader.

I thank Bill Seaman, Ken Hiwaki, Artur Schmidt and Martha Bartter for discussions. For JO.R. (042711)

As I remarked in my heartfelt endorsement for astronomer Jeff Kanipe’s fantastic book at Amazon.com, Dobzhansky noted,

One can argue that all environments are hostile, and that death and extinction are probable events, while survival is improbable. Just how life has managed to overcome this improbability is a problem which many biologists find challenging and fascinating. In my opinion, this problem may well be used as the framework on which to build the teaching of biology [1].

Building upon profound observations along these lines, readers may find that Kanipe offers some poetically illustrated support for my conjecture that this problem may well be used as the framework on which to build the teaching of every science — from biology to cosmology to economics to political science.

On the Origin of Mass Extinctions: Darwin’s Nontrivial Error offers a few choice previews from this beautiful, optimistic, and most highly recommended book!

Matt Funk, FLS

[1]. DOBZHANSK Y, T. (1964). Biology, Molecular and Organismic. Amer Zool 4:443–452.

Dear Lifeboat Foundation Family & Friends,

A few months back, my Aunt Charlotte wrote, wondering why I — a relentless searcher focused upon human evolution and long-term human survival strategy, had chosen to pursue a PhD in economics (Banking & Finance). I recently replied that, as it turns out, sound economic theory and global financial stability both play central roles in the quest for long-term human survival. In the fifth and final chapter of my recent Masters thesis, On the Problem of Sustainable Economic Development: A Game-Theoretical Solution, I argued (with considerable passion) that much of the blame for the economic crisis of 2008 (which is, essentially still upon us) may be attributed the adoption of Keynesian economics and the dismissal of the powerful counter-arguments tabled by his great rival, F.A. von Hayek. Despite the fact that they remained friends all the way until the very end, their theories are diametrically opposed at nearly every point. There was, however, at least one central point they agreed upon — indeed, Hayek was fond of quoting one of Keynes’ most famous maxims: “The ideas of economists and political philosophers, both when they are right and when they are wrong, are more powerful than is commonly understood. Indeed the world is ruled by little else” [1].

And, with this nontrivial problem and and the great Hayek vs. Keynes debate in mind, I’ll offer a preview-by-way-of-prelude with this invitation to turn a few pages of On the Problem of Modern Portfolio Theory: In Search of a Timeless & Universal Investment Perspective:

It is perhaps significant that Keynes hated to be addressed as “professor” (he never had that title). He was not primarily a scholar. He was a great amateur in many fields of knowledge and the arts; he had all the gifts of a great politician and a political pamphleteer; and he knew that “the ideas of economists and political philosophers, both when they are right and when they are wrong, are more powerful than is generally understood. Indeed the world is ruled by little else” [1]. And as he had a mind capable of recasting, in the intervals of his other occupations, the body of current economic theory, he more than any of his compeers had come to affect current thought. Whether it was he who was right or wrong, only the future will show. There are some who fear that if Lenin’s statement is correct that the best way to destroy the capitalist system is to debauch the currency, of which Keynes himself has reminded us [1], it will be largely due to Keynes’s influence if this prescription is followed.…

Perhaps the explanation of much that is puzzling about Keynes’s mind lies in the supreme confidence he had acquired in his power to play on public opinion as a supreme master plays on his instrument. He loved to pose in the role of a Cassandra whose warnings were not listened to. But, in fact, his early success in swinging round public opinion about the peace treaties had given him probably even an exaggerated estimate of his powers. I shall never forget one occasion – I believe the last time that I met him – when he startled me by an uncommonly frank expression of this. It was early in 1946, shortly after he had returned from the strenuous and exhausting negotiations in Washington on the British loan. Earlier in the evening he had fascinated the company by a detailed account of the American market for Elizabethan books which in any other man would have given the impression that he had devoted most of his time in the United States to that subject. Later a turn in the conversation made me ask him whether he was not concerned about what some of his disciples were making of his theories. After a not very complimentary remark about the persons concerned, he proceeded to reassure me by explaining that those ideas had been badly needed at the time he had launched them. He continued by indicating that I need not be alarmed; if they should ever become dangerous I could rely upon him again quickly to swing round public opinion – and he indicated by a quick movement of his hand how rapidly that would be done. But three months later he was dead [2].

As always, any and all comments, criticisms, thoughts, and suggestions are welcome!

Bidding you Godspeed,

Matt Funk, FLS, PhD Candidate, University of Malta, Dept. of Banking & Finance

[1]. KE YNES, J. (1920). The General Theory of Employment, Interest and Money (Palgrave Macmillan, London).

[2]. HAYEK, F. (1952). Review of R.F. Harrod’s ‘The Life of John Maynard Keynes’. J of Mod Hist 24:195–198.