Quantum Expands Causality

CAUSALITY HAS EXPANDED:

Having a notion of when something causes something else is paramount. We have evolved some subtle notions since Shamanism (or David Hume).

Two things struck me:

1. a) The paucity of the imagination of many pillars of intellect. In 2008, there was a huge spike in the price of crude oil, followed by an equally impressive crash.

What caused it? Nobody in the economic establishment had a public answer. However, I had an obvious one: crude oil futures, a type of financial derivatives which can be manipulated, thanks to the gigantic leverage in the futures’ market.

Through a psychological mechanism I explained at the time, the price of real crude oil  spiked up (as a consequence of the spike in the futures; something similar just happened). Paul Krugman obstinately denied, loud and clear that this could ever happen, because he stridently proclaimed, he saw NO causal link between futures and the price of the underlying commodity. (Thus, according to Krugman, oil futures are OK, whereas I see them as a plague, waste, blot on humanity, and a major prop for plutocracy.)

From my point of view, Krugman was not smart: he just looked in his little corner of economy he knew, and not the big picture. (Please don’t tell he was friendly from some crude oil future guy, that would be so crude, besides being the correct explanation.)

In general, correct reasoning and causality means looking at the wholeness of the spatially implicated order.

Do we have a physical model for this? Yes, Quantum Physics.

1. b) Many thinkers claimed, especially generations ago, that Quantum Physics destroyed causality. The exact opposite is true: the Quantum has expanded the notion of causality (to the implicate order).

***

SO WHAT’S CAUSALITY? A CAUSES B WHEN A LOGOS GOES FROM A TO B.

Old fashion causality involves forces. A force points from a point to another point (it’s called a “vector”; forces actually gave the mathematical concept of vector).

However, there are no points in Quantum Physics.

(That there are points in Quantum Field Theory is a problem: string theory tried to get around it. That was perhaps its main motivation.)

But before I get to the Quantum, let me explain my philosophical concept of causality.

What’s causality? An event A is said to cause an event B if whenever A occurs, so does B, and a logos, a discourse, goes from A to B. (That logos is, in precise science, an evolution equation and its attached notions).

Thus one needs a definition of A, B, and of the implication itself. All come from statistic ensembles. (I am saying that probabilities are hidden in plain sight in classical mechanics and arguments; they are not something reserved to Quantum Physics.)

Does that mean all causality arise directly from statistics, and only from statistics? Not really: a differential equation E predicts (if well behaved!) the evolution of a system S. Then knowing S(t) one can get S(t+1). In this case one says that the initial conditions S(t), plus the law E, cause S(t+1).

Some make a big deal that equation of physics are reversible, they see that as indication of time travel, or something weird. However, whether the equation E is time reversible, or not, is irrelevant: one plugs in (t+1), not (t-1).

Differential equations or, more generally, evolution equations, are all over physics and nature. Those who declare something as strange as “causation has disappeared from physics” should come up, with just one example of physics without an evolution equation. It will not be found, as physics is about predicting the future. (Better than predicting the past as all too many do.)

THE QUANTUM EXPANDED CAUSALITY:

The Quantum, some who know it all too little, was said to have destroyed causality.

In truth, Quantum Physics is all about Non-Commutative Geometry (and not just in Alain Connes’ restricted sense; this is the main argument for Super Symmetry). In clear language; no more points. Then old fashion, point to point causality does not apply.

In Quantum Physics, is waves writ large. Quantum guidance is all about waves. According to De Broglie’s Wave Principle, all and any particle is guided by a wave. Yes, that would be true even for trucks. It was recently confirmed at a larger scale than atoms and molecules.

Hitting a wave with another wave is messy. Causal, but messy. Thus causality in Quantum Physics tends to be probabilistic.

Models of De Broglie’s Pilot Wave theory have recently appeared in labs (starting in Paris, where De Broglie’s ideas long pursued a subterranean existence; after all, De Broglie, who lived to nearly 100, was Perpetual Secretary of the Academie des Sciences). Even in the good old USA, these ideas are gaining traction:

http://www.wired.com/2014/06/the-new-quantum-reality/

The wave guiding proceeds at a speed much higher than the speed of light (at least 10^10 c). Call it TAU. Thus any Quantum Process embraces the totality of accessible space. Moreover that space is a Hilbert space (not just 3 dimensional space).

This means that the causality (the set of causes) in any Quantum process involves not just a Cauchy data set, the classical way, and an evolution equation (Schrodinger, Dirac, Klein-Gordon, etc., but an entire space “visualized” by the Pilot Wave at speed TAU (> 10^10).

Notice that many of the preceding is not part of the conceptology of those who claim that Quantum Physics is not causal. Most of them probably do not know what a Hilbert space is (that the Pilot Wave proceeds in a Hilbert was an early objection against it; it’s as intelligent as protesting that the sky is blue).

Once all the ingredients are in, including CAUSAL SPACE, Quantum Physics is completely causal. Conceptually speaking.

QUANTUM COMPUTER CAUSES MORE:

Those who are elaborating, as we speak, Quantum Computers are trying to make Quantum Physics so incredibly causal, that it will be able to easily make CAUSAL relationships that traditional classical computers cannot do (and cannot check!). One has to understand that classical computers work, indeed, according to classical mechanics. They are glorified water clocks (with electrons flowing).

The Quantum Computer will convince the Commons that Quantum Physics is more causal than pathetically precise classical physics. Ultra pathetic precision leads classical physics to arbitrarily large errors. Whereas computing with waves is forgiving, hence more precise in the long run.

Time to get causal in the wavy way, people, embracing wholeness and the implicate (spatial) order famed physicist David Bohm was speaking (more or less) about. The real truth is going to be even more subtle (to simplify this essay, I neglected Quantum Entanglement).

Conclusion? Whenever there is a logic, there is a context, and the logic implicates the context. This is true in pure logic (from introspection, and writing logic down), but also in the Quantum world (from experimenting in the real world).

Logic without context is nothing. Physics without space is nothing. Nature without the implicate spatial order is nothing either. Thinking globally is the only thinking there is.

Patrice Ayme’

NON-LOCALITY

Non-Locality, acting at a distance, without intermediaries, is the stuff of legends in tales for little children. A sorcerer does something somewhere, and something happens, or is felt, somewhere else. Newton himself rejected it. Isaac said the gravitation theory which he had helped to elaborate, was “absurd”, precisely because of it implicitly used “act upon another at a distance”:

“It is inconceivable that inanimate Matter should, without the Mediation of something else, which is not material, operate upon, and affect other matter without mutual Contact…That Gravity should be innate, inherent and essential to Matter, so that one body may act upon another at a distance thro’ a Vacuum, without the Mediation of any thing else, by and through which their Action and Force may be conveyed from one to another, is to me so great an Absurdity that I believe no Man who has in philosophical Matters a competent Faculty of thinking can ever fall into it.”—Isaac Newton, Letters to Bentley, 1692/3.

Du Châtelet Discovered Energy, Infrared Radiation, Correcting Newton On His Confusion Of Momentum (Buridan) and Energy, Which She Established

[Yes, one of civilization’s most important physicists and thinkers was a woman; but don’t ask the French, they never heard of her… because she was a woman.]

However Émilie Du Châtelet pointed out that: “…hypotheses eventually become truths for us if their probability increases to such a point that this probability can morally pass for certainty…. In contrast, an hypothesis becomes improbable in proportion to the number of circumstances found for which the hypothesis does not give a reason. And finally, it becomes false when it is found to contradict a well-established observation.” (Du Châtelet’s Lectures on Physics, 1740. Notice the subtlety of the thinking.)

Every Quantum process contradicts Locality, thus, Émilie Du Châtelet would say, Locality is a false hypothesis.

Gravitation got better described (not much) by making gravitation into a field propagating at the speed of light. It is not a trivial modification: it immediately predicts gravitational waves. If two huge star like objects (such as pulsars) rotate around each other, they should generate such waves, they should carry energy away, and those two objects ought to fall towards each other at a predictable rate. Said rate is indeed observed, thus Einstein’s gravitational equation (obtained by talking a lot with others, such as Hilbert, Grasso, etc.) seems correct.

Einstein’s main motivation for his theory of “General Relativity” was that he wanted to explain inertia (why fast rotating planets develop a bulge at the equator, or more generally an acceleration VV/r). That worry, called Mach’s Principle, actually originated 100% with Newton. Newton put water in a pail, twisted and twisted and twisted a rope from which the pail was suspended, and let go: the pail rotated faster and faster, and the water inside crawled up.

Einstein basic wishful logic was that: gravitation = inertia (he called that the “Principle of Equivalence”). So, by making a theory of gravitation, Einstein would make one of inertia, and become a giant among giants (of Du Châtelet’s caliber, say).

Silly. Silly idea, doomed to fail.

Why silly? Once gravitation was made into a field, Einstein and company made it into curvature in a manifold (called “spacetime”; the basic idea was elaborated by genius Riemann, two generations earlier, although implicitly attributed to Einstein by the ignorant ones).

So gravitation is locally determined: once at a point A, gravitation, that is, curvature of spacetime, is determined in a(ny) neighborhood of A (call it N).

The distant stars do not influence N much, if at all. Yet, inertia is clearly determined by the distant galactic clusters.  Einstein could not understand this.

But now physicists understand better Einstein was deluded, and (Soviet physicist) Fock’s critique that Einstein’s General Relativity is just a theory of gravitation is universally (albeit silently) accepted.

So let me repeat slowly, as I suspect many readers will not understand this either: inertia, as far as present day physics can see, is a Non-Local effect. Inertia has been Non-Local, ever since Buridan discovered it, seven centuries ago (1320 CE; time flies!)

Einstein completely failed at understanding inertia. Einstein even failed to realize that it was a Non-Local effect, although that is completely obvious. So he came out obsessed by Non-Locality, while being angry at it (so he was open to the Non-Local objection of philosopher-physicist Sir Karl Popper! Hence the EPR paper, more or less lifted from Popper.)

All this to say that I am not shocked by Non-Locality: I just have to go out, and look at the stars, move about, and I see Non-Locality.

Many, if not most physicists are horrified by Non-Locality.

Philosophically, though, being afraid of Non-Locality makes no sense. Once I was broaching Quantum Physics with my dad. I explained what I understood of the problem of Non-Locality to him.

My dad did not know much physics, but he was a scientist. Admitted to the famed ENA (the school of conspirators from which the present leaders of France come from), he declined it, and, instead, following the path of his own father, an amateur-professional geologist, he himself became a (highly successful) non-academic geologist (he discovered Algeria’s fortune).

My Dad said: ”Non-Locality is obvious. To think things would get ever smaller, just the same, made no sense.”

With this philosophical perspective, the following arise: physical space is not made of points (although Quantum Field Theory is, one of its many problems).

When physicists talk about Non-Locality, they feel the urge to get into the “Bell Inequality”. But it’s a convoluted, over-specialized, contrived way to get at Non-Locality (I say this, although I respect the late John Bell as much as I despise Feynman when he tried to steal Bell’s work… Although, in general I do respect and love Feynman, especially in light of his appreciation for my own ideas).

Bell theorem says that some Local Hidden Variable theories imply an Inequality that Quantum Physics violate. So Bell’s is a work which predicts that something false is not true.

My approach to Non-Locality is made for Primary School. It goes first through:

• The Uncertainty Principle:

Suppose you want to know where an object is. Suppose all you have is touch. So you kick it. However, if you kick it, it goes somewhere else. That’s the Uncertainty Principle.

Why touch? Because light is touch. It turns out that light carries energy and momentum. Anybody who lays in the sun will agree about the energy. To demonstrate the momentum of light requires a bit more experimental subtlety.

Could you kick the object gently? No. That’s where the Wave Principle kicks in. Waves ignore objects which are smaller than themselves: they just turn around them, as anybody who has seen a twenty meter tsunami wave enter a Japanese port will testify.

So, to detect a small object, one needs a small wavelength, high frequency wave. However the energy of a Quantum wave (at least a light wave) is proportional to its frequency.

So the more precise the determination of (position of) the object, the higher the frequency of the wave, the greater the energy and momentum conferred to the object, etc.

• Conservation of Momentum: 

One has axioms, in physics, as in mathematics. Modern physics axioms include the conservation of energy and momentum. Newton knew of the latter, and confused it with the former. A French woman, Gabrielle Émilie Le Tonnelier de Breteuil, marquise du Châtelet discovered (kinetic) energy (”force vive”). As she also discovered Infrared radiation, she obviously could have done more when she died from a fever, at age 43, after giving birth to her fourth child. (Her lover Voltaire, also a physicist quipped that:” Émilie du Châtelet was a great man whose only defect was to be a woman”)

Fundamental hypotheses in contemporary physics are conservation of energy and momentum (something the Multiverse violates, thus, into the bin of silly ideas).

• The Non-Local Interaction:

So say two particles, such as a positron-electron pair, are created together and have total momentum zero (a completely realistic situation: machines do this, for medicine).

Knowing the momentum of (say) the electron E, gives that of the positron P (the vector is exactly opposite to that of the electron). Classical and Quantum mechanics say the same.

So, without having disturbed P (it could be next to Beta Centauri, 4 light years away), we know its momentum. Should one measure it later, one will find it as said. (The latter experiment, retrospective checking of entanglement was actually accomplished by the Austrian Zeillinger and his team!)

However, the basic set-up of Quantum Physics says that the measurement create the state (my formulation, you will not read that in textbooks, although it’s clearly what Bohr wanted to say, but he did not dare, lest his academic reputation gets vilified: he had only a Nobel Prize in physics, after all…).

So the state of P, maybe a few light years away, was created by measuring E.

How come?

The basic Quantum set-up was designed for laboratory experiments, not Cosmological Quantum effects. So it did not need to consider all the consequences of this.

Following Du Châtelet, I will say that we are in obvious need of a new hypothesis, the QUANTUM INTERACTION (ex “Collapse of the Wave Packet”). It explains what we observe (instead of trying desperately to say that we cannot possible observe what we observe).

Following Newton, I will say it is absurd to suppose that the effect of E on P is instantaneous. So this Quantum Interaction goes at a speed I call TAU (it’s at least 10^10 the speed of light: 10,000,000,000 times c).

New physics coming to a Quantum Computer near you.

And of course , said new physics will have giant impacts on philosophy (be it only by presenting new models of how things may be done), or Free Will (is it really free if it takes its orders from Andromeda?). This is going to be fun.

Patrice Ayme’