Showing posts with label quantum mechanics. Show all posts
Showing posts with label quantum mechanics. Show all posts

Monday, November 10, 2014

Why a Physics Revolution Might Be on Its Way (via Live Science)

Physicist Nima Arkani-Hamed believes we are on the verge of another revolution in physics, an opinion delivered during a live lecture from the Perimeter Institute for Theoretical Physics in Waterloo, Canada.

In essence, relativity and quantum mechanics have been unable to adequately explain the universe, both separately and together.

Why a Physics Revolution Might Be on Its Way


by Kelly Dickerson, Staff Writer | November 09, 2014 

 

Credit: agsandrew | Shutterstock.com

The field of physics may be turned on its head soon, said renowned physicist Nima Arkani-Hamed during a live lecture from the Perimeter Institute for Theoretical Physics in Waterloo, Canada.

For one, he said, the tried and true physics of relativity and quantum mechanics don't get along well. The problem is that in some sense, the principles behind these theories seem to be impossible when physicists dig a little deeper into them, Arkani-Hamed said. Scientists run into a lot of problems when they try to apply these theories to the entirety of space and time.

The two ideas are also incredibly constraining, and they make it challenging for physicists to think outside the box and develop new ideas and theories, Arkani-Hamed said. [The 9 Biggest Unsolved Mysteries in Physics] 


"It's almost impossible to monkey around with the rules and not be wrong immediately," Arkani-Hamed said.

Physicists have known about this disparity for a while, but progress on fundamental questions in physics takes a long time. Scientists proposed the existence of the Higgs boson particle, for example, decades before it was actually discovered.
An unexplained macroscopic universe

One problem is that conventional physics doesn't really account for why the universe is so large, Arkani-Hamed said.

Albert Einstein's theory of relativity showed that a huge amount of energy exists in the vacuum of space, and it should curve space and time. In fact, there should be so much curvature that the universe is a tiny, crumpled ball.

"That should make the universe horrendously different than what it is," Arkani-Hamed said.

But quantum mechanics also poses a problem. The theory is good at describing the very small realm of particle physics, but it breaks down when physicists try to apply it to the universe as a whole.

"Everything that quantum mechanics is, is violated by our universe because we're accelerating (referring to the idea that the universe is expanding) – we don't know what the rules are," Arkani-Hamed said. "When you try to apply quantum mechanics to the entire universe, quantum mechanics cries 'uncle.'"
Physics frontiers

One possible way to solve the problem is with an entirely new theory beyond the Standard Model, the reigning theory of particle physics, the physicist said. [Sparticles to Neutrinos: The Coolest Little Particles in the Universe]

One idea is called string theory, which proposes that particles aren't actually fundamentally particles. Instead, the particles and all the matter in the universe they make up are composed of tiny, vibrating strings. The equations that support string theory appear to work, but that doesn't mean there are no other viable formulas or explanations, Arkani-Hamed said.
Supersymmetry is another possible "new physics" explanation. Under this idea, all subatomic particles have a "superpartner" particle that physicists have yet to discover. Supersymmetry would also open up extra directions that the particles can move in. The discovery of supersymmetry would bolster the Standard Model of physics, scientists have said.

"It's the last thing nature can do to make itself compatible with the general principles of physics that already exist," Arkani-Hamed said.

When the world's largest atom smasher, the Large Hadron Collider (LHC), is up and running again next year, physicists will be looking for the extra particles that supersymmetry suggests should exist.

Either way, after a year or two of running the LHC, the question of whether supersymmetry exists should be answered, Arkani-Hamed said.

The experiments over the next few years will likely tell physicists if they need to fine-tune existing theories or if the field of physics is due for a much deeper and more dramatic paradigm shift.

The questions on the table now are the underpinnings of space and time, and the origin and fate of the universe, Arkani-Hamed said.

"Today we finally have the theoretical framework in place to ask these kinds of big questions," Arkani-Hamed said. "The next step will likely be a revolution."
Follow Kelly Dickerson on Twitter. Follow us @livescience, Facebook & Google+. Original article on Live Science.

Wednesday, October 01, 2014

Time Travel Simulation Resolves “Grandfather Paradox”

http://www.wired.com/images_blogs/underwire/2010/10/back-tofuture-delorean-660.jpg

Well, that's good to hear, you know, just in case I get in a plutonium-powered DeLorean and get shot back in time, I WON'T have to make sure my parents find each and get married so I can be born. Hell, I could even kill my grandfather.

Time Travel Simulation Resolves “Grandfather Paradox”

What would happen to you if you went back in time and killed your grandfather? A model using photons reveals that quantum mechanics can solve the quandary—and even foil quantum cryptography

Sep 2, 2014 | By Lee Billings



Entering a closed timelike curve tomorrow means you could end up at today.
Credit: Dmitry Schidlovsky

On June 28, 2009, the world-famous physicist Stephen Hawking threw a party at the University of Cambridge, complete with balloons, hors d'oeuvres and iced champagne. Everyone was invited but no one showed up. Hawking had expected as much, because he only sent out invitations after his party had concluded. It was, he said, "a welcome reception for future time travelers," a tongue-in-cheek experiment to reinforce his 1992 conjecture that travel into the past is effectively impossible.

But Hawking may be on the wrong side of history. Recent experiments offer tentative support for time travel's feasibility—at least from a mathematical perspective. The study cuts to the core of our understanding of the universe, and the resolution of the possibility of time travel, far from being a topic worthy only of science fiction, would have profound implications for fundamental physics as well as for practical applications such as quantum cryptography and computing.

Closed timelike curves


The source of time travel speculation lies in the fact that our best physical theories seem to contain no prohibitions on traveling backward through time. The feat should be possible based on Einstein's theory of general relativity, which describes gravity as the warping of spacetime by energy and matter. An extremely powerful gravitational field, such as that produced by a spinning black hole, could in principle profoundly warp the fabric of existence so that spacetime bends back on itself. This would create a "closed timelike curve," or CTC, a loop that could be traversed to travel back in time.

Hawking and many other physicists find CTCs abhorrent, because any macroscopic object traveling through one would inevitably create paradoxes where cause and effect break down. In a model proposed by the theorist David Deutsch in 1991, however, the paradoxes created by CTCs could be avoided at the quantum scale because of the behavior of fundamental particles, which follow only the fuzzy rules of probability rather than strict determinism. "It's intriguing that you've got general relativity predicting these paradoxes, but then you consider them in quantum mechanical terms and the paradoxes go away," says University of Queensland physicist Tim Ralph. "It makes you wonder whether this is important in terms of formulating a theory that unifies general relativity with quantum mechanics."

Experimenting with a curve

Recently Ralph and his PhD student Martin Ringbauer led a team that experimentally simulated Deutsch's model of CTCs for the very first time, testing and confirming many aspects of the two-decades-old theory. Their findings are published in Nature Communications. Much of their simulation revolved around investigating how Deutsch's model deals with the “grandfather paradox,” a hypothetical scenario in which someone uses a CTC to travel back through time to murder her own grandfather, thus preventing her own later birth. (Scientific American is part of Nature Publishing Group.)

Deutsch's quantum solution to the grandfather paradox works something like this:

Instead of a human being traversing a CTC to kill her ancestor, imagine that a fundamental particle goes back in time to flip a switch on the particle-generating machine that created it. If the particle flips the switch, the machine emits a particle—the particle—back into the CTC; if the switch isn't flipped, the machine emits nothing. In this scenario there is no a priori deterministic certainty to the particle's emission, only a distribution of probabilities. Deutsch's insight was to postulate self-consistency in the quantum realm, to insist that any particle entering one end of a CTC must emerge at the other end with identical properties. Therefore, a particle emitted by the machine with a probability of one half would enter the CTC and come out the other end to flip the switch with a probability of one half, imbuing itself at birth with a probability of one half of going back to flip the switch. If the particle were a person, she would be born with a one-half probability of killing her grandfather, giving her grandfather a one-half probability of escaping death at her hands—good enough in probabilistic terms to close the causative loop and escape the paradox. Strange though it may be, this solution is in keeping with the known laws of quantum mechanics.

In their new simulation Ralph, Ringbauer and their colleagues studied Deutsch's model using interactions between pairs of polarized photons within a quantum system that they argue is mathematically equivalent to a single photon traversing a CTC. "We encode their polarization so that the second one acts as kind of a past incarnation of the first,” Ringbauer says. So instead of sending a person through a time loop, they created a stunt double of the person and ran him through a time-loop simulator to see if the doppelganger emerging from a CTC exactly resembled the original person as he was in that moment in the past.

By measuring the polarization states of the second photon after its interaction with the first, across multiple trials the team successfully demonstrated Deutsch's self-consistency in action. "The state we got at our output, the second photon at the simulated exit of the CTC, was the same as that of our input, the first encoded photon at the CTC entrance," Ralph says. "Of course, we're not really sending anything back in time but [the simulation] allows us to study weird evolutions normally not allowed in quantum mechanics."

Those "weird evolutions" enabled by a CTC, Ringbauer notes, would have remarkable practical applications, such as breaking quantum-based cryptography through the cloning of the quantum states of fundamental particles. "If you can clone quantum states,” he says, “you can violate the Heisenberg uncertainty principle,” which comes in handy in quantum cryptography because the principle forbids simultaneously accurate measurements of certain kinds of paired variables, such as position and momentum. "But if you clone that system, you can measure one quantity in the first and the other quantity in the second, allowing you to decrypt an encoded message."

"In the presence of CTCs, quantum mechanics allows one to perform very powerful information-processing tasks, much more than we believe classical or even normal quantum computers could do," says Todd Brun, a physicist at the University of Southern California who was not involved with the team's experiment. "If the Deutsch model is correct, then this experiment faithfully simulates what could be done with an actual CTC. But this experiment cannot test the Deutsch model itself; that could only be done with access to an actual CTC."

Alternative reasoning

Deutsch's model isn’t the only one around, however. In 2009 Seth Lloyd, a theorist at Massachusetts Institute of Technology, proposed an alternative, less radical model of CTCs that resolves the grandfather paradox using quantum teleportation and a technique called post-selection, rather than Deutsch's quantum self-consistency. With Canadian collaborators, Lloyd went on to perform successful laboratory simulations of his model in 2011. "Deutsch's theory has a weird effect of destroying correlations," Lloyd says. "That is, a time traveler who emerges from a Deutschian CTC enters a universe that has nothing to do with the one she exited in the future. By contrast, post-selected CTCs preserve correlations, so that the time traveler returns to the same universe that she remembers in the past."

This property of Lloyd's model would make CTCs much less powerful for information processing, although still far superior to what computers could achieve in typical regions of spacetime. "The classes of problems our CTCs could help solve are roughly equivalent to finding needles in haystacks," Lloyd says. "But a computer in a Deutschian CTC could solve why haystacks exist in the first place.”

Lloyd, though, readily admits the speculative nature of CTCs. “I have no idea which model is really right. Probably both of them are wrong,” he says. Of course, he adds, the other possibility is that Hawking is correct, “that CTCs simply don't and cannot exist." Time-travel party planners should save the champagne for themselves—their hoped-for future guests seem unlikely to arrive.

More:

Friday, September 19, 2014

Smithsonian - What Is the Universe? Real Physics Has Some Mind-Bending Answers

Fascinating . . . .

What Is the Universe? Real Physics Has Some Mind-Bending Answers

Science says the universe could be a hologram, a computer program, a black hole or a bubble—and there are ways to check


By
smithsonian.com
September 15, 2014

The questions are as big as the universe and (almost) as old as time: Where did I come from, and why am I here? That may sound like a query for a philosopher, but if you crave a more scientific response, try asking a cosmologist.

This branch of physics is hard at work trying to decode the nature of reality by matching mathematical theories with a bevy of evidence. Today most cosmologists think that the universe was created during the big bang about 13.8 billion years ago, and it is expanding at an ever-increasing rate. The cosmos is woven into a fabric we call space-time, which is embroidered with a cosmic web of brilliant galaxies and invisible dark matter.

It sounds a little strange, but piles of pictures, experimental data and models compiled over decades can back up this description. And as new information gets added to the picture, cosmologists are considering even wilder ways to describe the universe—including some outlandish proposals that are nevertheless rooted in solid science:


Will this collection of lasers and mirrors prove the universe is a 2D hologram? (Fermilab)

The universe is a hologram

Look at a standard hologram, printed on a 2D surface, and you’ll see a 3D projection of the image. Decrease the size of the individual dots that make up the image, and the hologram gets sharper. In the 1990s, physicists realized that something like this could be happening with our universe.

Classical physics describes the fabric of space-time as a four-dimensional structure, with three dimensions of space and one of time. Einstein’s theory of general relativity says that, at its most basic level, this fabric should be smooth and continuous. But that was before quantum mechanics leapt onto the scene. While relativity is great at describing the universe on visible scales, quantum physics tells us all about the way things work on the level of atoms and subatomic particles. According to quantum theories, if you examine the fabric of space-time close enough, it should be made of teeny-tiny grains of information, each a hundred billion billion times smaller than a proton.

Stanford physicist Leonard Susskind and Nobel prize winner Gerard ‘t Hooft have each presented calculations showing what happens when you try to combine quantum and relativistic descriptions of space-time. They found that, mathematically speaking, the fabric should be a 2D surface, and the grains should act like the dots in a vast cosmic image, defining the “resolution” of our 3D universe. Quantum mechanics also tells us that these grains should experience random jitters that might occasionally blur the projection and thus be detectable. Last month, physicists at the U.S. Department of Energy’s Fermi National Accelerator Laboratory started collecting data with a highly sensitive arrangement of lasers and mirrors called the Holometer. This instrument is finely tuned to pick up miniscule motion in space-time and reveal whether it is in fact grainy at the smallest scale. The experiment should gather data for at least a year, so we may know soon enough if we’re living in a hologram.

The universe is a computer simulation

Just like the plot of the Matrix, you may be living in a highly advanced computer program and not even know it. Some version of this thinking has been debated since long before Keanu uttered his first “whoa”. Plato wondered if the world as we perceive it is an illusion, and modern mathematicians grapple with the reason math is universal—why is it that no matter when or where you look, 2 + 2 must always equal 4? Maybe because that is a fundamental part of the way the universe was coded.

In 2012, physicists at the University of Washington in Seattle said that if we do live in a digital simulation, there might be a way to find out. Standard computer models are based on a 3D grid, and sometimes the grid itself generates specific anomalies in the data. If the universe is a vast grid, the motions and distributions of high-energy particles called cosmic rays may reveal similar anomalies—a glitch in the Matrix—and give us a peek at the grid’s structure. A 2013 paper by MIT engineer Seth Lloyd builds the case for an intriguing spin on the concept: If space-time is made of quantum bits, the universe must be one giant quantum computer. Of course, both notions raise a troubling quandary: If the universe is a computer program, who or what wrote the code?


An active supermassive black hole at the core of the Centaurus A galaxy blasts jets of radiation into space. (ESO/WFI (visible); MPIfR/ESO/APEX/A.Weiss et al. (microwave); NASA/CXC/CfA/R.Kraft et al. (X-ray))

The universe is a black hole

Any “Astronomy 101” book will tell you that the universe burst into being during the big bang. But what existed before that point, and what triggered the explosion? A 2010 paper by Nikodem Poplawski, then at Indiana University, made the case that our universe was forged inside a really big black hole.

While Stephen Hawking keeps changing his mind, the popular definition of a black hole is a region of space-time so dense that, past a certain point, nothing can escape its gravitational pull. Black holes are born when dense packets of matter collapse in on themselves, such as during the deaths of especially hefty stars. Some versions of the equations that describe black holes go on to say that the compressed matter does not fully collapse into a point—or singularity—but instead bounces back, spewing out hot, scrambled matter.

Poplawski crunched the numbers and found that observations of the shape and composition of the universe match the mathematical picture of a black hole being born. The initial collapse would equal the big bang, and everything in and around us would be made from the cooled, rearranged components of that scrambled matter. Even better, the theory suggests that all the black holes in our universe may themselves be the gateways to alternate realities. So how do we test it? This model is based on black holes that spin, because that rotation is part of what prevents the original matter from fully collapsing. Poplawski says we should be able to see an echo of the spin inherited from our “parent” black hole in surveys of galaxies, with vast clusters moving in a slight, but potentially detectable, preferred direction.

The universe is a bubble in an ocean of universes

Another cosmic puzzle comes up when you consider what happened in the first slivers of a second after the big bang. Maps of relic light emitted shortly after the universe was born tell us that baby space-time grew exponentially in the blink of an eye before settling into a more sedate rate of expansion. This process, called inflation, is pretty popular among cosmologists, and it got a further boost this year with the potential (but still unconfirmed) discovery of ripples in space-time called gravitational waves, which would have been products of the rapid growth spurt.

If inflation is confirmed, some theorists would argue that we must live in a frothy sea of multiple universes. Some of the earliest models of inflation say that before the big bang, space-time contained what’s known as a false vacuum, a high-energy field devoid of matter and radiation that is inherently unstable. To reach a stable state, the vacuum began to bubble like a pot of boiling water. With each bubble, a new universe was born, giving rise to an endless multiverse.

The trouble with testing this idea is that the cosmos is ridiculously huge—the observable universe stretches for about 46 billion light years in all directions—and even our best telescopes can’t hope to peer at the surface of a bubble this big. One option, then, is to look for any evidence of our bubble universe colliding with another. Today our best maps of the big bang’s relic light do show an unusual cold spot in the sky that could be a “bruise” from bumping into a cosmic neighbor. Or it could be a statistical fluke. So a team of researchers led by Carroll Wainwright at the University of California, Santa Cruz, has been running computer models to figure out what other sorts of traces a bubbly collision would leave in the big bang’s echo.

Sunday, September 14, 2014

Have We Been Interpreting Quantum Mechanics Wrong This Whole Time?

This is from WIRED, via Quanta Magazine. This interesting article looks at some of the current research in fluids has challenged the prevailing views of quantum mechanics.


Original story reprinted with permission from Quanta Magazine, an editorially independent division of SimonsFoundation.org whose mission is to enhance public understanding of science by covering research developments and trends in mathematics and the physical and life sciences.
* * * * * 

Have We Been Interpreting Quantum Mechanics Wrong This Whole Time?

By Natalie Wolchover, Quanta Magazine
06.30.14

A droplet bouncing on the surface of a liquid has been found to exhibit many quantum-like properties, including double-slit interference, tunneling and energy quantization. John Bush

For nearly a century, “reality” has been a murky concept. The laws of quantum physics seem to suggest that particles spend much of their time in a ghostly state, lacking even basic properties such as a definite location and instead existing everywhere and nowhere at once. Only when a particle is measured does it suddenly materialize, appearing to pick its position as if by a roll of the dice.

This idea that nature is inherently probabilistic — that particles have no hard properties, only likelihoods, until they are observed — is directly implied by the standard equations of quantum mechanics. But now a set of surprising experiments with fluids has revived old skepticism about that worldview. The bizarre results are fueling interest in an almost forgotten version of quantum mechanics, one that never gave up the idea of a single, concrete reality.

The experiments involve an oil droplet that bounces along the surface of a liquid. The droplet gently sloshes the liquid with every bounce. At the same time, ripples from past bounces affect its course. The droplet’s interaction with its own ripples, which form what’s known as a pilot wave, causes it to exhibit behaviors previously thought to be peculiar to elementary particles — including behaviors seen as evidence that these particles are spread through space like waves, without any specific location, until they are measured.

Particles at the quantum scale seem to do things that human-scale objects do not do. They can tunnel through barriers, spontaneously arise or annihilate, and occupy discrete energy levels. This new body of research reveals that oil droplets, when guided by pilot waves, also exhibit these quantum-like features.

To some researchers, the experiments suggest that quantum objects are as definite as droplets, and that they too are guided by pilot waves — in this case, fluid-like undulations in space and time. These arguments have injected new life into a deterministic (as opposed to probabilistic) theory of the microscopic world first proposed, and rejected, at the birth of quantum mechanics.

“This is a classical system that exhibits behavior that people previously thought was exclusive to the quantum realm, and we can say why,” said John Bush, a professor of applied mathematics at the Massachusetts Institute of Technology who has led several recent bouncing-droplet experiments. “The more things we understand and can provide a physical rationale for, the more difficult it will be to defend the ‘quantum mechanics is magic’ perspective.”

Magical Measurements

The orthodox view of quantum mechanics, known as the “Copenhagen interpretation” after the home city of Danish physicist Niels Bohr, one of its architects, holds that particles play out all possible realities simultaneously. Each particle is represented by a “probability wave” weighting these various possibilities, and the wave collapses to a definite state only when the particle is measured. The equations of quantum mechanics do not address how a particle’s properties solidify at the moment of measurement, or how, at such moments, reality picks which form to take. But the calculations work. As Seth Lloyd, a quantum physicist at MIT, put it, “Quantum mechanics is just counterintuitive and we just have to suck it up.”


When light illuminates a pair of slits in a screen (top), the two overlapping wavefronts cooperate in some places and cancel out in between, producing an interference pattern. The pattern appears even when particles are shot toward the screen one by one (bottom), as if each particle passes through both slits at once, like a wave. Akira Tonomura/Creative Commons

A classic experiment in quantum mechanics that seems to demonstrate the probabilistic nature of reality involves a beam of particles (such as electrons) propelled one by one toward a pair of slits in a screen. When no one keeps track of each electron’s trajectory, it seems to pass through both slits simultaneously. In time, the electron beam creates a wavelike interference pattern of bright and dark stripes on the other side of the screen. But when a detector is placed in front of one of the slits, its measurement causes the particles to lose their wavelike omnipresence, collapse into definite states, and travel through one slit or the other. The interference pattern vanishes. The great 20th-century physicist Richard Feynman said that this double-slit experiment “has in it the heart of quantum mechanics,” and “is impossible, absolutely impossible, to explain in any classical way.”

Some physicists now disagree. “Quantum mechanics is very successful; nobody’s claiming that it’s wrong,” said Paul Milewski, a professor of mathematics at the University of Bath in England who has devised computer models of bouncing-droplet dynamics. “What we believe is that there may be, in fact, some more fundamental reason why [quantum mechanics] looks the way it does.”

Riding Waves

The idea that pilot waves might explain the peculiarities of particles dates back to the early days of quantum mechanics. The French physicist Louis de Broglie presented the earliest version of pilot-wave theory at the 1927 Solvay Conference in Brussels, a famous gathering of the founders of the field. As de Broglie explained that day to Bohr, Albert Einstein, Erwin Schrödinger, Werner Heisenberg and two dozen other celebrated physicists, pilot-wave theory made all the same predictions as the probabilistic formulation of quantum mechanics (which wouldn’t be referred to as the “Copenhagen” interpretation until the 1950s), but without the ghostliness or mysterious collapse.

The probabilistic version, championed by Bohr, involves a single equation that represents likely and unlikely locations of particles as peaks and troughs of a wave. Bohr interpreted this probability-wave equation as a complete definition of the particle. But de Broglie urged his colleagues to use two equations: one describing a real, physical wave, and another tying the trajectory of an actual, concrete particle to the variables in that wave equation, as if the particle interacts with and is propelled by the wave rather than being defined by it.

For example, consider the double-slit experiment. In de Broglie’s pilot-wave picture, each electron passes through just one of the two slits, but is influenced by a pilot wave that splits and travels through both slits. Like flotsam in a current, the particle is drawn to the places where the two wavefronts cooperate, and does not go where they cancel out.

De Broglie could not predict the exact place where an individual particle would end up — just like Bohr’s version of events, pilot-wave theory predicts only the statistical distribution of outcomes, or the bright and dark stripes — but the two men interpreted this shortcoming differently. Bohr claimed that particles don’t have definite trajectories; de Broglie argued that they do, but that we can’t measure each particle’s initial position well enough to deduce its exact path.

In principle, however, the pilot-wave theory is deterministic: The future evolves dynamically from the past, so that, if the exact state of all the particles in the universe were known at a given instant, their states at all future times could be calculated.

At the Solvay conference, Einstein objected to a probabilistic universe, quipping, “God does not play dice,” but he seemed ambivalent about de Broglie’s alternative. Bohr told Einstein to “stop telling God what to do,” and (for reasons that remain in dispute) he won the day. By 1932, when the Hungarian-American mathematician John von Neumann claimed to have proven that the probabilistic wave equation in quantum mechanics could have no “hidden variables” (that is, missing components, such as de Broglie’s particle with its well-defined trajectory), pilot-wave theory was so poorly regarded that most physicists believed von Neumann’s proof without even reading a translation.


At the fifth Solvay Conference, a 1927 meeting of the founders of quantum mechanics, Louis de Broglie (middle row, third from right) argued for a deterministic formulation of quantum mechanics called pilot-wave theory. But a probabilistic version of the theory championed by Niels Bohr (middle row, far right) won the day.

More than 30 years would pass before von Neumann’s proof was shown to be false, but by then the damage was done. The physicist David Bohm resurrected pilot-wave theory in a modified form in 1952, with Einstein’s encouragement, and made clear that it did work, but it never caught on. (The theory is also known as de Broglie-Bohm theory, or Bohmian mechanics.)

Later, the Northern Irish physicist John Stewart Bell went on to prove a seminal theorem that many physicists today misinterpret as rendering hidden variables impossible. But Bell supported pilot-wave theory. He was the one who pointed out the flaws in von Neumann’s original proof. And in 1986 he wrote that pilot-wave theory “seems to me so natural and simple, to resolve the wave-particle dilemma in such a clear and ordinary way, that it is a great mystery to me that it was so generally ignored.”

The neglect continues. A century down the line, the standard, probabilistic formulation of quantum mechanics has been combined with Einstein’s theory of special relativity and developed into the Standard Model, an elaborate and precise description of most of the particles and forces in the universe. Acclimating to the weirdness of quantum mechanics has become a physicists’ rite of passage. The old, deterministic alternative is not mentioned in most textbooks; most people in the field haven’t heard of it. Sheldon Goldstein, a professor of mathematics, physics and philosophy at Rutgers University and a supporter of pilot-wave theory, blames the “preposterous” neglect of the theory on “decades of indoctrination.” At this stage, Goldstein and several others noted, researchers risk their careers by questioning quantum orthodoxy.

A Quantum Drop



When a droplet bounces along the surface of a liquid toward a pair of openings in a barrier, it passes randomly through one opening or the other while its “pilot wave,” or the ripples on the liquid’s surface, passes through both. After many repeat runs, a quantum-like interference pattern appears in the distribution of droplet trajectories. Yves Couder et al.

Now at last, pilot-wave theory may be experiencing a minor comeback — at least, among fluid dynamicists. “I wish that the people who were developing quantum mechanics at the beginning of last century had access to these experiments,” Milewski said. “Because then the whole history of quantum mechanics might be different.”

The experiments began a decade ago, when Yves Couder and colleagues at Paris Diderot University discovered that vibrating a silicon oil bath up and down at a particular frequency can induce a droplet to bounce along the surface. The droplet’s path, they found, was guided by the slanted contours of the liquid’s surface generated from the droplet’s own bounces — a mutual particle-wave interaction analogous to de Broglie’s pilot-wave concept.

In a groundbreaking experiment, the Paris researchers used the droplet setup to demonstrate single- and double-slit interference. They discovered that when a droplet bounces toward a pair of openings in a damlike barrier, it passes through only one slit or the other, while the pilot wave passes through both. Repeated trials show that the overlapping wavefronts of the pilot wave steer the droplets to certain places and never to locations in between — an apparent replication of the interference pattern in the quantum double-slit experiment that Feynman described as “impossible … to explain in any classical way.” And just as measuring the trajectories of particles seems to “collapse” their simultaneous realities, disturbing the pilot wave in the bouncing-droplet experiment destroys the interference pattern.

Droplets can also seem to “tunnel” through barriers, orbit each other in stable “bound states,” and exhibit properties analogous to quantum spin and electromagnetic attraction. When confined to circular areas called corrals, they form concentric rings analogous to the standing waves generated by electrons in quantum corrals. They even annihilate with subsurface bubbles, an effect reminiscent of the mutual destruction of matter and antimatter particles.


In each test, the droplet wends a chaotic path that, over time, builds up the same statistical distribution in the fluid system as that expected of particles at the quantum scale. But rather than resulting from indefiniteness or a lack of reality, these quantum-like effects are driven, according to the researchers, by path memory. Every bounce of the droplet leaves a mark in the form of ripples, and these ripples chaotically but deterministically influence the droplet’s future bounces and lead to quantum-like statistical outcomes. The more path memory a given fluid exhibits — that is, the less its ripples dissipate — the crisper and more quantum-like the statistics become. “Memory generates chaos, which we need to get the right probabilities,” Couder explained. “We see path memory clearly in our system. It doesn’t necessarily mean it exists in quantum objects, it just suggests it would be possible.”

The quantum statistics are apparent even when the droplets are subjected to external forces. In one recent test, Couder and his colleagues placed a magnet at the center of their oil bath and observed a magnetic ferrofluid droplet. Like an electron occupying fixed energy levels around a nucleus, the bouncing droplet adopted a discrete set of stable orbits around the magnet, each characterized by a set energy level and angular momentum. The “quantization” of these properties into discrete packets is usually understood as a defining feature of the quantum realm.


As a droplet wends a chaotic path around the liquid’s surface, it gradually builds up quantum-like statistics. Harris et al., PRL (2013)

If space and time behave like a superfluid, or a fluid that experiences no dissipation at all, then path memory could conceivably give rise to the strange quantum phenomenon of entanglement — what Einstein referred to as “spooky action at a distance.” When two particles become entangled, a measurement of the state of one instantly affects that of the other. The entanglement holds even if the two particles are light-years apart.

In standard quantum mechanics, the effect is rationalized as the instantaneous collapse of the particles’ joint probability wave. But in the pilot-wave version of events, an interaction between two particles in a superfluid universe sets them on paths that stay correlated forever because the interaction permanently affects the contours of the superfluid. “As the particles move along, they feel the wave field generated by them in the past and all other particles in the past,” Bush explained. In other words, the ubiquity of the pilot wave “provides a mechanism for accounting for these nonlocal correlations.” Yet an experimental test of droplet entanglement remains a distant goal.

Subatomic Realities

Many of the fluid dynamicists involved in or familiar with the new research have become convinced that there is a classical, fluid explanation of quantum mechanics. “I think it’s all too much of a coincidence,” said Bush, who led a June workshop on the topic in Rio de Janeiro and is writing a review paper on the experiments for the Annual Review of Fluid Mechanics.

Quantum physicists tend to consider the findings less significant. After all, the fluid research does not provide direct evidence that pilot waves propel particles at the quantum scale. And a surprising analogy between electrons and oil droplets does not yield new and better calculations. “Personally, I think it has little to do with quantum mechanics,” said Gerard ’t Hooft, a Nobel Prize-winning particle physicist at Utrecht University in the Netherlands. He believes quantum theory is incomplete but dislikes pilot-wave theory.

Many working quantum physicists question the value of rebuilding their highly successful Standard Model from scratch. “I think the experiments are very clever and mind-expanding,” said Frank Wilczek, a professor of physics at MIT and a Nobel laureate, “but they take you only a few steps along what would have to be a very long road, going from a hypothetical classical underlying theory to the successful use of quantum mechanics as we know it.”

“This really is a very striking and visible manifestation of the pilot-wave phenomenon,” Lloyd said. “It’s mind-blowing — but it’s not going to replace actual quantum mechanics anytime soon.”

In its current, immature state, the pilot-wave formulation of quantum mechanics only describes simple interactions between matter and electromagnetic fields, according toDavid Wallace, a philosopher of physics at the University of Oxford in England, and cannot even capture the physics of an ordinary light bulb. “It is not by itself capable of representing very much physics,” Wallace said. “In my own view, this is the most severe problem for the theory, though, to be fair, it remains an active research area.”

Pilot-wave theory has the reputation of being more cumbersome than standard quantum mechanics. Some researchers said that the theory has trouble dealing with identical particles, and that it becomes unwieldy when describing multiparticle interactions. They also claimed that it combines less elegantly with special relativity. But other specialists in quantum mechanics disagreed or said the approach is simply under-researched. It may just be a matter of effort to recast the predictions of quantum mechanics in the pilot-wave language, said Anthony Leggett, a professor of physics at the University of Illinois, Urbana-Champaign, and a Nobel laureate. “Whether one thinks this is worth a lot of time and effort is a matter of personal taste,” he added. “Personally, I don’t.”

On the other hand, as Bohm argued in his 1952 paper, an alternative formulation of quantum mechanics might make the same predictions as the standard version at the quantum scale, but differ when it comes to smaller scales of nature. In the search for a unified theory of physics at all scales, “we could easily be kept on the wrong track for a long time by restricting ourselves to the usual interpretation of quantum theory,” Bohm wrote.

Some enthusiasts think the fluid approach could indeed be the key to resolving the long-standing conflict between quantum mechanics and Einstein’s theory of gravity, which clash at infinitesimal scales.

“The possibility exists that we can look for a unified theory of the Standard Model and gravity in terms of an underlying, superfluid substrate of reality,” said Ross Anderson, a computer scientist and mathematician at the University of Cambridge in England, and the co-author of a recent paper on the fluid-quantum analogy. In the future, Anderson and his collaborators plan to study the behavior of “rotons” (particle-like excitations) in superfluid helium as an even closer analog of this possible “superfluid model of reality.”

But at present, these connections with quantum gravity are speculative, and for young researchers, risky ideas. Bush, Couder and the other fluid dynamicists hope that their demonstrations of a growing number of quantum-like phenomena will make a deterministic, fluid picture of quantum mechanics increasingly convincing.

“With physicists it’s such a controversial thing, and people are pretty noncommittal at this stage,” Bush said. “We’re just forging ahead, and time will tell. The truth wins out in the end.”

Thursday, August 21, 2014

Amanda Gefter - How Is it Possible to Get Something from Nothing?


Cool article, as is often the case, from Nautilus. This piece contains one of the best lines, ever: "Heisenberg’s Uncertainty Principle is a natural source of quantum maggots." There is some context to this statement, going back to Aristotle and the thought that the arrival of maggots on rotting meat somehow happened like magic, a kind of "spontaneous generation."


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The Bridge From Nowhere

How is it possible to get something from nothing?




THE QUESTION of being is the darkest in all philosophy.” So concluded William James in thinking about that most basic of riddles: how did something come from nothing? The question infuriates, James realized, because it demands an explanation while denying the very possibility of explanation. “From nothing to being there is no logical bridge,” he wrote.

In science, explanations are built of cause and effect. But if nothing is truly nothing, it lacks the power to cause. It’s not simply that we can’t find the right explanation—it’s that explanation itself fails in the face of nothing.

This failure hits us where it hurts. We are a narrative species. Our most basic understanding comes through stories, and how something came from nothing is the ultimate story, the primordial narrative, more fundamental than the hero’s journey or boy meets girl. Yet it is a story that undermines the notion of story. It is a narrative woven of self-destruction and paradox. 

How could it not be? It stars Nothing—a word that is a paradox by its mere existence as a word. It’s a noun, a thing, and yet it is no thing. The minute we imagine it or speak its name, we spoil its emptiness with the stain of meaning. One has to wonder, then, is the problem with nothingness or is the problem with us? Is it cosmic or linguistic? Existential or psychological? Is this a paradox of physics or a paradox of thought?

Either way, here’s the thing to remember: The solution to a paradox lies in the question, never in the answer. Somewhere there must be a glitch, a flawed assumption, a mistaken identity. In so succinct a question as “how did something come from nothing?” there aren’t many places to hide. Perhaps that is why we return again and again to the same old ideas in new and improved guises, playing the trajectory of science like a fugue, or variations on a theme. With each pass, we try to lay another stepping stone in James’s elusive bridge.

THE OLDEST STONE is this: If you can’t get something from nothing, try making nothing less like nothing. The ancient Greeks suggested that empty space is filled with substance—a plenum, an ether. Aristotle conceived of the ether as an unchanging fifth element, more perfect and heavenly in its invariance than earth, air, fire, or water. True nothingness was at odds with Aristotle’s physics, which said that bodies rise up or fall down as dictated by their rightful place in the natural order of things. Nothingness, however, would be perfectly symmetric—it would look the same from every angle—rendering absolute spatial directions like “up” and “down” utterly meaningless. An ether, Aristotle figured, could serve as a kind of cosmic compass, an ultimate reference frame against which all motion could be measured. For those who abhorred a vacuum, the ether banished every last trace of it. 

The ancient ether stuck around for millennia until it was re-imagined in the late 19th century by physicists like James Clerk Maxwell, who discovered that light behaves as a wave that always travels at a particular speed. What was waving, and speed relative to what? The ether was a handy answer, providing both a medium for light waves to travel through, and, as Aristotle originally imagined, a reference frame against which all change in the universe would unfold. But when Albert Michelson and Edward Morley set out to measure the motion of the Earth through the “ether wind” in 1887, they couldn’t find it. With his special theory of relativity, Einstein put the final nail in the coffin of the ether soon after.

For decades, we have looked at the ether as a historical oddity, a throwback. But it is harder to kill than we imagined. Today, it can be glimpsed in a new form: the Higgs field, which permeates the vacuum of empty space and whose excitation is the now-famous Higgs boson. The Higgs is what’s known as a scalar field, the only experimentally verified specimen of its kind. That means it has only a single value at every point in space (unlike the field that describes light, which at every point has both a size and direction). That’s important, because it means the field will look the same to any observer regardless of whether they are standing still or accelerating. 

What’s more, its quantum spin is zero, ensuring that it looks the same from every angle. Spin is a measure of how much you have to rotate a particle before it looks the same as when it started. Force-carrying particles (photons, gluons) have integer spin—rotations by 360 degrees will leave them unchanged. Matter particles (electrons, quarks) have half-integer spin, which means you’d have to rotate them twice, 720 degrees, before they’re back to where they started. But the Higgs has zero spin. No matter how you rotate it, it always looks the same. Just like empty space. Symmetry equals invisibility.

Following Aristotle’s intuition, physicists today conceive of nothing as the ultimate state of symmetry—a relentless sameness that precludes the differentiation one would need to define any “thing.” Indeed, as physicists run the cosmic film in reverse, tracing deep history back in time, they see the disparate shards of reality reunite and coalesce into an ever-growing symmetry, a symmetry that signifies an origin—and a nothing. 

The Higgs has become famous for giving elementary particles their mass, but this obscures its true meaning. After all, giving particles mass is easy—slow them down below the speed of light and, voilà, mass. The hard part is to give particles mass without breaking the primordial symmetry in the process. The Higgs field achieves this remarkable feat by taking on a nonzero value even in its lowest energy state. Crouching in every corner of empty space sit 246 gigaelectronvolts of Higgs—only we’ll never notice, because it’s the same at every point. Only a scalar field could hide in plain sight and get away with it. But elementary particles notice. Every time a particle’s mass breaks the symmetry of the universe, the Higgs is there, posing as empty space, repairing the damage. Constantly laboring in the shadows, the Higgs keeps the universe’s original symmetry intact. One can understand (if not forgive) the journalist’s inclination to wax religious about “the God particle”—even if Leon Lederman, who coined the reviled term, originally called it “the Goddamn particle” though his publisher wouldn’t let it fly. 

All this means that the Higgs field is closer to nothing than, say, Maxwell’s notion of the ether. It is our latest paintbrush for coloring in the void. With its unusual symmetry, the Higgs functions as nothing’s covert disguise—but it is not in itself nothing. It has structure; it interacts. The physical origin of its 246 gigaelectronvolts remains unknown. With the Higgs, we can approach the boundary with nothingness, but we cannot cross it.

IF MAKING NOTHING less like nothing doesn’t answer the question “how did something come from nothing,” perhaps we ought to make cause less like a cause. This, too, has a history. The sudden appearance of maggots in the presence of rotting meat led to a widespread belief in spontaneous generation in the time of Aristotle; the breath of life could materialize from thin air. The boundary between nothing and something was shared with the one between life and death, spirit and matter, God and earth. This in turn brought to bear the whole complex of religion and faith, making for a rather comprehensive answer to our paradox. We accepted this theory for some 2,000 years, until it was dispelled by the microbiologist Louis Pasteur in 1864. Omne vivum ex vivo—all life from life. In the decades that followed, we saw spontaneous generation as yet another historical oddity. But, like the ether, today it is back again, wearing the sheep’s clothing of quantum fluctuations.

Wrought by uncertainty, quantum fluctuations are effects without causes, the noise beneath the signal, a primeval static, random to the bone. The rules of quantum mechanics allow—actually, require—energy (and, by E=mc2, mass) to appear “out of nowhere,” from nothing. Creation ex nihilo—or so it seems.
Heisenberg’s Uncertainty Principle is a natural source of quantum maggots. It says that certain pairs of physical features—position and momentum, energy and time—are bound together by a fundamental indeterminacy, so that the more accurately we specify one, the more ambiguous becomes the other. Together they form what’s known as a conjugate pair, and together they preclude the existence of nothingness. Home in on a spatial position and momentum will fluctuate wildly to compensate; specify smaller, more precise quantities of time and energy will vacillate across a wider swath of improbable values. In the shortest eye blinks, across the smallest distances, whole universes can boil up into existence, then disappear. Zoom in closely enough on the world and our calm, structured reality gives way to chaos and randomness.

Only these conjugate pairs are not in themselves random: They are the pairs of properties that would be impossible for an observer to measure simultaneously. In spite of the way quantum fluctuations are typically described, what sits “out there” in the world is not some preexisting reality wiggling around. Experiment has consistently proven that what sits “out there” isn’t sitting at all, but waiting. Unborn. Quantum fluctuations are not existential descriptions but conditional ones—they are not a reflection of what is, but of what could be, should an observer choose to make a particular measurement. It’s as if the observer’s ability to measure determines what exists. Ontology recapitulates epistemology. The uncertainty of nature is an uncertainty of observation.

The fundamental inability to assign determinate values to all the features of a physical system means that when an observer does make a measurement, the outcome will be truly random. At the tiny scales where quantum effects reign, the causal chain suffers a fatal kink. Quantum mechanics, said its founding father Niels Bohr, “is irreconcilable with the very idea of causality.” Einstein famously balked. “God doesn’t play dice,” he said, to which Bohr replied, “Einstein, stop telling God what to do.”

But perhaps it is we who are to blame for expecting causality to hold up in the first place. Evolution has trained us to find causal patterns at any cost. As our ancestors wandered the African savanna, the ability to suss out effects from their causes marked a line between life and death. She ate that speckled mushroom and then fell ill. The tiger crouched before it pounced. Narrative equals survival. Natural selection had no use for quantum physics—how were we to see it coming? Nonetheless, here it is. Causality is an approximation. Our minds, hungry for story, reel. 

Is that it, then? The answer to the question of “why being” is simply that there is no “why,” that existence is a random quantum fluctuation? Then we can forget explanation altogether and simply quantum leap across James’s bridge. How did something come from nothing? No reason. Unfortunately, the trick only takes us so far. While cosmologists do believe that the laws of quantum mechanics can spontaneously generate a universe, this story just passes the buck. For where did the laws come from? Remember, we wanted to explain how something came from nothing—not how something came from the preexisting laws of physics. Removing causality from the equation is not enough. The paradox stands.

THERE WAS NOTHING. Then, there was something. 

The lead character in this story is Time, Bearer of Change. Could the key to solving our paradox be the denial of time itself? If time, as Einstein said, is but a stubbornly persistent illusion, then we can dispense at once, not just with causality issuing from natural laws, but also with the question of where those laws came from. They didn’t come from anywhere, because nothing evolves. The narrative dissolves. There is no story. There is no bridge.

The notion of an eternal universe—or a cyclic one, fueled by eternal return—makes appearances in our earliest myths and stories, from Bantu mythology to the Australian Aboriginal “Dreamtime” to Anaximander’s cosmology to the Hindu Puranas texts. One can see the appeal. Eternity evades nothingness. 

In the modern era, this ancient idea returned as the steady-state theory, formulated by Sir James Jeans in the 1920s and refined and popularized by Fred Hoyle and others in the late 1940s. The universe expands, they said, but new matter is constantly popping into existence to fill in the gaps, so that, on net, the universe never changes at all. That theory turned out to be wrong. It was supplanted by the Big Bang theory and eternity was reduced to a mere 13.8 billion years. 

But in the 1960s, the eternal universe reappeared in a strange new form—specifically, in an equation that looked something like this: H(x)|Ψ> = 0. The physicists John Archibald Wheeler and Bryce DeWitt wrote the equation—which is now known as the Wheeler-DeWitt equation, though DeWitt prefers to call it “that damned equation” (no relation to that goddamned particle)—in their attempt to apply the strange laws of quantum mechanics to the universe as a whole, as described by Einstein’s theory of general relativity. It’s the right-hand side of the thing that’s worth noting: zero. The total energy of the system is zilch. There is no time evolution. Nothing can happen. The problem, ultimately, is that Einstein’s universe is a four-dimensional spacetime, a combination of space and time. Quantum mechanics, meanwhile, requires the wavefunction of a physical system to evolve in time. But how can spacetime evolve in time when it is time? It’s an infuriating dilemma—a universe described by quantum mechanics is inevitably frozen. The Wheeler-DeWitt equation is steady-state cosmology inverted. Rather than a universe that always was, we find ourselves with a universe that never will be.

In and of itself, the Wheeler-DeWitt equation elegantly solves our problem. How did something come from nothing? It didn’t. Of course, it’s a perplexing solution given that, well, we’re here.
And that’s precisely the point. In quantum mechanics, nothing happens until an observer (be it a human or any other configuration of particles) makes a measurement. But when it comes to the universe as a whole, there is no observer. No one can stand outside the universe. The universe as a whole is stuck in an eternal instant. But things look different here on the inside.

On the inside, an observer can’t measure the whole universe, and by necessity splits reality in two—observer and observed—by the simple yet profound fact that the observer cannot measure himself. As the physicist Raphael Bousso wrote, “Obviously the apparatus must have at least as many degrees of freedom as the system whose quantum state it attempts to establish.” The philosopher of science Thomas Breuer used a Gödelian argument to emphasize the same point: “No observer can obtain or store information sufficient to distinguish all states of a system in which he is contained.”
As observers, we are forever doomed to see only a piece of the larger puzzle of which we are a part. And that, it turns out, could be our saving grace. When the universe splits in two, the zero on the right-hand side of the equation takes on a new value. Things change. Physics happens. Time begins to flow. You might even say the universe is born.

If that sounds like retrocausation (the future causing events in the past)—well, it is. Quantum theory requires this strange reversal of time’s arrow. Wheeler emphasized this fact with his famous delayed choice experiment, which he first posed as a thought experiment but that was later demonstrated successfully in the lab. In the delayed choice, an observer’s measurement in the present determines the behavior of a particle in the past—a past that can stretch back for millions, even 13.8 billions, of years. The causal chain turns in on itself, its end links back to its beginning: James’s bridge is a loop.
Could it be that something is just what nothing looks like from the inside? If so, our discomfort with nothingness may have been hinting at something profound: It is our human nature that recoils at the notion of nothing, and yet it may also be our limited, human perspective that ultimately solves the paradox.

~ Amanda Gefter is a physics writer and author of Trespassing on Einstein’s Lawn: A father, a daughter, the meaning of nothing and the beginning of everything. She lives in Cambridge, Massachusetts.

Photo by Ben A. Pruchnie/Getty Images for Pace London

Monday, July 28, 2014

Is Quantum Mechanics Relevant to the Philosophy of Mind (and the Other Way Around)?


Quentin Ruyant posted this article on the possible relevance of quantum mechanics to a philosophy of mind and consciousness. While he seems convinced (as are many neuroscientists and philosophers) that QM is not scientifically relevant to a philosophy of mind, he allows that there may be some metaphysical reasons to examine a possible connection. Posted at the Scientia Salon site.

Be sure to check out the comments on this post at the original site - some interesting stuff. For an excellent review of this article, check out this post at Conscious Entities.

Is quantum mechanics relevant to the philosophy of mind (and the other way around)?

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There have been speculations on a possible link between quantum mechanics and the mind almost since the early elaboration of quantum theory (including by well known physicists, such as Wigner, Bohr and Pauli). Yet despite a few proposals (e.g. from Stapp, Penrose, Eccles [1]) what we could dub “quantum mind hypothesis” are often readily dismissed as irrelevant and are seldom discussed in contemporary philosophy of mind. My aim in this article is to defend the relevance of this type of approach.

For the purpose of this discussion it is useful to distinguish two different theses regarding the putative links between quantum mechanics and the mind:
  1. The mind is relevant in interpreting quantum mechanics
  2. Quantum mechanics is relevant in the philosophy of mind
Of course the two theses are not necessarily construed as independent by the proponents of quantum-mind hypothesis. One could argue that the mind is relevant in interpreting quantum mechanics, precisely for the same reasons that quantum mechanics is relevant in the philosophy of mind. This is actually what I will argue here (or at least that it is a promising hypothesis that should be pursued). However, the two theses face different kinds of objections and need to be distinguished.

Is consciousness a biological problem?

Quite logically, I will first tackle the second one: the idea that quantum mechanics could help us explain consciousness. Such claim is sometimes dismissed on the ground that the problem of understanding consciousness is a biological problem, not a physical one. Let me clarify a bit: by “biological/physical problem” I understand: a problem which is better informed by biology/physics, not necessarily a purely scientific (as opposed to philosophical) problem. Quantum mechanics, it is said, is only relevant at very small scales of reality, while conscious organisms are biological organisms, typically found at a macroscopic level, where quantum effects manifest themselves as mere noise. Besides, it is said, randomness is not a proper substitute for free-will, so quantum mechanics wouldn’t help anyway. Therefore quantum mechanics is irrelevant to philosophy of mind.

First, let us observe that typical quantum effects are not necessarily foreign to biology, as illustrated by the burgeoning field of quantum biology. Nor are they in principle confined to the microscopic level — this is the heart of the measurement problem, as illustrated by the famous Schrödinger’s cat thought experiment. Quantum effects such as entanglement also help explain macroscopically observable properties, such as heat capacities or magnetic susceptibilities [2]. It is generally assumed that decoherence precludes the observability of quantum effects on macroscopic objects, but as Zurek et al. note, decoherence is more a heuristic tool to be applied on a case by case basis than a generic consequence of the theory [3]. Finally, quantum entanglement is hard to measure on complex systems. The idea that no quantum effect exists at all on our scale is thus neither empirically nor theoretically grounded. At most we can say that no quantum effect is detectable in common physical objects whose behavior can be accurately described using Newtonian mechanics alone, such as tables and chairs, but of course these are not the sort of conscious objects we are interested in (unless, of course, you think that biological phenomena can be explained with Newtonian mechanics alone).

However, my main contention concerns the idea that the problem of consciousness is a biological problem. Let us follow Chalmers in distinguishing the “easy problems” of consciousness from the “hard problem.” The easy problems concern everything that is scientifically tractable from a third person perspective — how do we discriminate and integrate information, etc. that is, all the cognitive aspects of consciousness. These (not so easy) problems are undeniably biological or psychological. The “hard problem” concerns the phenomenal aspect of consciousness, the subjective first-person “what it’s like” to be conscious. And this question, Chalmers argues, is not scientifically tractable: it is a metaphysical problem.

Metaphysics addresses the most fundamental aspects of reality and arguably the phenomenal aspect of consciousness is one of them. Now, if there is a branch of science which more closely resembles metaphysics in its specific interest for the fundamental aspects of reality, it is physics — not biology. Physics and metaphysics overlap in many respects (just consider the wild speculations about a mathematical universe advanced by physicists such as Tegmark [4]) and there is probably a continuum between the two. On the contrary, a contribution of biology to fundamental metaphysical issues seems to me rather implausible. I could be wrong (and Chalmers could be wrong in thinking that phenomenal aspects of consciousness are metaphysical), but I contend that the hard problem of consciousness, if it exists, is not a biological problem, but a physical one: it is just too fundamental a problem to be addressed from a biological perspective. Note that I don’t mean to deny that there are relations between phenomenal and psychological aspects, in the sense that certain cognitive states are correlated with specific phenomenal aspects, but explaining such correlations is distinct from explaining why there are phenomenal aspects to begin with.

Of course, no metaphysician denies that physics is of interest in the philosophy of mind. Kim’s causal exclusion argument involves the principle of “physical closure.” The argument precisely addresses the problem of the relations between the physical and the mental [5]. What some metaphysicians apparently deny is that quantum physics or any actual physics is of particular interest for such issues: for these authors metaphysics can still produce interesting insights about the physical “in general,” that is, whatever actual physics says. They seem to assume that the physical “in general” poses no important problem of interpretation apart from the well entrenched problems of classical metaphysics.

It seems to me that there is no such thing as “the physical in general, whatever actual physics says”: our conception of the physical changes with our physics. There is no point in reasoning on the physical without taking into account what our best current physics says about it. And our best current physics is quantum mechanics (quantum field theory to be precise). For this reason I think, following Ladyman, Ross and Spurrett [6], that metaphysicians should be informed by our best physics rather than work on a dated conception of the physical, or, as they say provocatively, on “A-level chemistry.” (Ladyman, Ross and Spurrett note that some of Kim’s central arguments rely on conceptions of the physical that are no longer accepted by physicists. The same goes, I would say, of thought experiments involving clones and mind duplication: the no-cloning theorem in quantum mechanics precludes the possibility of such perfect physical duplication [7]).

I am not saying that all metaphysicians should be trained in contemporary physics to produce valuable work (Kim’s Mind in a Physical World is very valuable and important, in my opinion), but contemporary physics is definitely a place we should look at to address fundamental issues in the philosophy of mind. My overall impression is that this is hardly the case today, although such inputs are considered in Chalmers’ The Conscious Mind [8].

Does embracing a quantum mechanical view of the physical really change the perspective for the metaphysics of mind? At the very least metaphysical interpretations of the physical inspired by contemporary physics could open new avenues to be explored, and, perhaps, help make progress on important conundrums in the field, such as the problem of mental causation. It seems to me that there are no good reasons not to follow this path.

Is the mind foreign to the measurement problem?

Which leads us directly to the second point, i.e., the first thesis sketched above: that the mind is relevant in interpreting quantum mechanics. The idea was initially proposed by some physicists as a solution to the measurement problem — the problem of reconciling the theoretical structure of quantum mechanics, which describes non-local “superpositions of states,” with actual phenomena, where no superposition is ever observed. The theoretical structure does all the predictive job, so to speak (apart from the Born rule, which maps the structure with outcome probabilities [9]) and ultimately, the fact that no superposition exists for measured quantities is only ascertained by our conscious observation. Hence the idea that it is the mind which makes the wave-function “collapse.” Of course there are other, less anthropocentric theories, such as Bohm’s, Ghirardi-Rimini-Weber [10] or the infamous many-worlds interpretation [11].

The main type of objection against interpretations involving an observer, I would say, is that they seem too reminiscent of either 19th century Idealism or early 20th century neo-Kantian and phenomenalist views (which did strongly influence said physicists). These doctrines have declined in favor of a renewal of scientific realism in the course of the 20th century.

From a realist perspective, such interpretations seem to attribute a privileged ontological status to the human brain, which is increasingly not acceptable. Was there really no definite reality before life appeared on earth? Does the moon vanishes when no one is looking? All this seems barely good enough for mystics and new age gurus (there might be more sensible anti-realist interpretations, but let’s not quibble…) However, having previously rejected the idea that phenomenal aspects of consciousness are to be addressed by biology, all of this is easily defused: a privileged ontological status of human observers only makes sense for those who pretend that biology can inform deep metaphysical questions.

Let me be more specific and draw on an example. I suggested that phenomenal aspects of consciousness could eventually be explained under a proper interpretation of physics. A possible such explanation could take the form of panpsychism: the idea that, somehow, all matter is conscious. In fact, by distinguishing phenomenal aspects from cognitive aspects of consciousness and relegating the former to physics and the latter to biology or psychology, we would have something like panphenomenalism: the idea that all matter is “phenomenal.” Anyway, in the context of either panpsychism or panphenomenalism, granting a particular role to phenomenality in physics, say, in the collapse of the wave function, does not amount to granting a privileged ontological status to the brain.

Perhaps panpsychism is implausible, but panphenomenalism fares a bit better in my opinion. Obviously, tables and chairs are not conscious. Following panphenomenalism, what they lack is not phenomenality (which would be a feature of their fundamental constitution) but cognitive abilities. Phenomenality without memory, persistence, information integration and a capacity for world and self representation is simply not awareness, or not full awareness — it is at best being transiently aware of nothing identifiable, without the very possibility of knowing that one is or was aware,nothing close to consciousness. I would readily grant this feature to electrons if it could convincingly explain some relevant metaphysical issue.

Another frequent objection against panpsychism is the so-called combination problem: if phenomenal aspects are present in the microscopic constituents of reality, how is it that we have a unified phenomenal experience? I don’t have an answer to this question, but it is not specific to panpsychism (it is a version of the binding problem also found in computational theories of mind, for example). My guess is that it has something to do with a link between quantum entanglement and cognition, perhaps in line with Tononi’s integrated information theory [12], but this is pure speculation. In any case, quantum holism, if accepted, seems to provide a good basis to answer this [13], whatever quantum-mind theory we endorse.

At any rate, although I find it attractive, my goal is not to convince you that panphenomenalism is the one true theory of mind, but to illustrate the fact that one can make sense of an involvement of the mind in the interpretation of quantum mechanics without falling back into Idealism. And, of course, there are other alternatives too, such as Eccles’ dualism for example, or Stapp’s kind-of dual aspect theory, or perhaps some versions of neutral monism.

Another common objection to considering a role of the observer in the measurement problem is that it involves non-locality, which is at odds with Lorentz invariance in special relativity. This is actually a potential problem for most collapse interpretations of quantum mechanics (but apparently, GRW theory does not face it). However, invoking phenomenal aspects in a solution to the measurement problem does not necessarily involve an objective wave-function collapse: it could involve, say, a relational or a modal interpretation of quantum mechanics [14]. Which interpretation of quantum mechanics best fits our needs to account for phenomenal aspects depending on which theory of mind we endorse is precisely the kind of question which should be addressed in the philosophy of mind.

In sum, my goal is not to defend one or the other interpretation of quantum mechanics, nor to defend one or the other theory of mind, but rather to stress the relevance and potential fruitfulness of discussions relating these two domains of inquiry. The hard problem of consciousness and the measurement problem in quantum mechanics share a strong conceptual affinity: both concern the relations between physical structure and phenomenal aspects of reality, broadly construed. Either the world viewed from the mind, or the mind viewed from the world, if you like. This conceptual affinity should not be neglected on the ground of unfounded suspicions of Idealism or anti-realism or any other similar concern. The example of panphenomenalism above shows that a common treatment to both problems might be explored without presenting insurmountable obstacles, something worth pondering.

Yet, in spite of the conceptual affinity between these two central problems of philosophy, talk of quantum mechanics in the philosophy of mind is often brushed aside. At the same time, talk of consciousness and rational agents in, say, discussions on the many-worlds (or many-minds) interpretation of quantum mechanics is ubiquitous, and difficult to avoid. Both camps act as if important issues in the other camp were already settled. This is a strange situation. Aren’t we perhaps missing something by being too compartimentalized? One of the main roles of philosophy — and metaphysics in particular — is after all to provide a unified picture of the world. Is it inconceivable that some considerations in the philosophy of mind (or other areas of philosophy) might inform our interpretations of physics as much as the converse?

Is quantum mechanics useful at all?

To conclude, let me address a final worry that I have so far left aside: that quantum mechanics is of no help in explaining the mind at all. I don’t know about the debate concerning the relationship between free-will and randomness — except that randomness in quantum mechanics is closely tied to the measurement problem, and that what we mean by “randomness” is also up to interpretation. (Shouldn’t we say “unpredictability” instead? Or shall I suggest “physical privacy”?)

Besides, I do not claim that quantum mechanics can explain consciousness. My argument is more modest: the question of phenomenal aspects of consciousness should be addressed in relation to quantum mechanics, because only our best physics can inform such metaphysical questions, and because quantum effects are not necessarily confined to the microscopic realm. Moreover, it should be addressed in relation to the measurement problem, because they share conceptual affinities, and because the “threat” of Idealism is unfounded. All I claim is that a suitable metaphysical interpretation of quantum mechanics could eventually explain the metaphysical problem of consciousness.

Having said that, some features of quantum mechanics such as non-locality/holism or the no-cloning and the free-will theorem [15], could eventually help address some questions in the philosophy of mind, such as the binding problem or the problem of causal exclusion.

In light of this, quantum mechanics certainly deserves more consideration in the philosophy of mind. In my view, claiming that quantum effects reduce to “microscopic noise” simply disregards the epistemic depth of the measurement problem, just as claiming that the problem of consciousness is essentially biological disregards its ontological depth. These two “dogmas” of philosophy of mind are mutually reinforcing and we should reject them altogether if we want to make sense of consciousness as well as of quantum mechanics.
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Quentin Ruyant is a PhD student in philosophy of science in Rennes, France and former engineer. He maintains a blog dedicated to the popularization of philosophy of science (in French)
[1] Quantum approaches to consciousness, Stanford Encyclopedia of Philosophy.
[2] Macroscopic entanglement witnesses.
[3] Deconstructing decoherence.
[4] Our mathematical universe;  and Why physicists are saying consciousness is a state of matter, like a solid, a liquid or a gas.
[5] See “The completeness of the physical,” in Mental causation, Stanford Encyclopedia of Philosophy.
[6] Every Thing Must Go: Metaphysics Naturalized.
[7] No-cloning theorem.
[8] The Conscious Mind: In Search of a Fundamental Theory.
[9] The Born rule.
[10] On collapse theories and the Ghirardini-Rimini-Weber model.
[11] See this recent essay by Sean Carroll about why the many-worlds interpretation of QM is not that crazy after all.
[12] Integrated information theory.
[13] See: Holism and nonseparability in physics, Stanford Encyclopedia of Philosophy.
[14] Modal interpretations of quantum mechanics and Relational quantum mechanics, Stanford Encyclopedia of Philosophy.
[15] Free will theorem.