Thursday, January 14, 2016

Defending electrons with free will

I posted about a free will dispute between physicists Sabine Hossenfelder and Lubos Motl, and now Motl elaborates:
First, the human behavior is often unpredictable, random. People often look stubborn. These are the "external manifestations" of the free will of humans. But all the other people could very well be some machines or puppets that are controlled by some external puppet masters. The actual reason why I am sure about the existence of the free will (and I mean my free will) is that I feel it. I know that many if not all of my decisions were done by me and not dictated by any external people or data or mechanisms. At least, I have eliminated all conceivable influences that could operate within the spacetime by mechanisms that at least remotely resemble those that I consider allowed by physics.

This basic comment relies on my subjective perception, something that I cannot prove. I cannot prove that I am aware of myself, I am conscious, and I know that a given decision was really mine. Only I know it for sure.
That's right. I am convinced of my own free will in the same way that I am convinced of my consciousness.

This may not convince others. In fact, I am willing to believe that most people are not fully conscious, and do not have free will.
Now, does the quantum randomness play a role in the brain? You bet. Quantum randomness is everywhere and even if you applied decoherence and derived some effective classical equations of motion for the brain, they would have stochastic terms in them – which you could treat as classical stochastic terms, however (like the forces driving the Brownian motion).
Yes. It is possible that all randomness is attributable to quantum mechanicsF100.

Motl even defends electrons having free will:
1) An agent in possession of free will is able to perform an action that was possible to predict by nobody but the agent itself. ...

Conway and Kochen have proven that if we assume ..., then it follows that the elementary particles have a free will, too.

This is a "poetic" way of saying that the results of their measurements can't be predicted from the knowledge of any past or external data.

Now, if you think that the "free will of particles" sounds unusual if not comical, be sure that it sounds unusual or comical to me, Conway, and Kochen, too. It's simply not the kind of language we normally use – neither in everyday life nor in physics.
That's right, it sounds comical, but it is just as comical to say that humans do not have free will.

Finally, Lumo gets to the relationship between randomness and free will:
So Hossenfelder explicitly says things like:
If it is random, there is no agency to it, consequently there is no "will".
... It's just plain idiocy for someone to say that one's decision isn't free just because it has a random aspect – it's free exactly because it has it. It's totally hypocritical to call for equations and use the authority of physics – while rejecting every single important principle that physics has discovered and believing that the Universe may be described by some non-relativistic, fundamentally non-quantum, superdeterministic theory (and certain people promote these adjectives explicitly).

It's unbelievable for one individual to accumulate all these stupidities at the same moment. But Ms Hossenfelder has managed to get this 0.00% score in correctness about these conceptual issues, anyway.
Lumo is right about this, but he is a little hard on Hossenfelder. She is just parroting what has become conventional wisdom. 100% of modern philosophers are also wrong on this point. Leading physics expositors are also wrong. The textbooks are strangely silent on the issue.

PHysics books do not explain consciousness or free will, and that is reasonable as there is very little relevant scientific data, but they ought to explain randomness. Many physicists apparently think that randomness implies a lack of free will, or the splitting of a parallel universe, or an intrinsic physical entity like energy or temperature, or even a superdeterministic illusion. Each of these four ideas is crazy. They are only mentioned seriously because randomness is a gigantic hole in modern physics education.

Monday, January 11, 2016

Randomness sprinkled over the determinism

I posted yesterday about confusion over luck, and now I have another example.

Physicist Sabine Hossenfelder is also confused about randomness:
I wish people would stop insisting they have free will. It’s terribly annoying. Insisting that free will exists is bad science, like insisting that horoscopes tell you something about the future – it’s not compatible with our knowledge about nature. ...

There are only two types of fundamental laws that appear in contemporary theories. One type is deterministic, which means that the past entirely predicts the future. There is no free will in such a fundamental law because there is no freedom. The other type of law we know appears in quantum mechanics and has an indeterministic component which is random. This randomness cannot be influenced by anything, and in particular it cannot be influenced by you, whatever you think “you” are. There is no free will in such a fundamental law because there is no “will” – there is just some randomness sprinkled over the determinism.

In neither case do you have free will in any meaningful way.
Lubos Motl rebuts this, and endorses this comment:
Hossenfelder: "I wish people would stop insisting they have free will."

Stor: How could they, if they have no free will! :)
Motl cites the Free Will Theorem and argues for operational free will, but I don't think he gets to the heart of the matter.

People are really confused about probability and randomness.

Hossenfelder argues that our physical theories do not allow for free will. But if one did, what would it look like? For one thing, certain microscopic processes would be unpredictable. Just like quantum mechanics.

So how is quantum mechanics not the perfect theory for allowing a belief in free will?

Hossenfelder has her own proposal for a physical theory with free will. She says:
we need a time evolution that is neither deterministic nor random. ...

What we need in order for this evolution to not be random is a function F(ti) hat we can call the “free will function” that at any time ti returns a specific choice, ...

The function F should not be forward deterministic itself, otherwise we would be back in the block universe with Laplace’s demon. Neither should it be a random
process. ...

All examples that allow for free will have in common that the free will function cannot be a solution (at least piecewise) to a differential equation for if it was it could be evolved forward by use of this equation.
It is hard to make any sense of this. She seems to have in mind an F that is determined by knowledge that is only known to the person with the free will.

She writes:
The sensible consequence to draw from this "free will theorem" is of course that neither particles nor humans have free will. I don't know why you believe their argument implies I am wrong. The very opposite is the case, it supports my argument. Do you really want to argue that particles have free will? Seriously?
The authors of that theorem (Conway, Kochen) say that the sensible conclusion is that both humans and particles have free will. Electrons seem to have free will in the sense that if you align their spin in one direction, and then measure spin in a transverse direction, the electrons seem to decide on their own whether to have spin up or down. When we try to predict, all we can say is that we see a 50-50 chance of each possibility. Some people say that this is proof of true randomness, but it makes just as much sense to say that the electron has a mind of its own.

Saying that an electron has free will is essentially the same as saying that the electron appears to make choices that are not predictable by any external data. It does not mean that the electron has consciousness, and physicists do not know how to define that concept. Quantum mechanics textbooks do not say that the electron makes choices, because that would be anthropomorphizing it. But they make equivalent statements about it being unpredictable.

Update: More comments:
George Musser said: Many people may seek free will out of religious (not political) motivations, but in most cases I think it's simpler: we observe we have free will, and the purpose of science is to explain observations. Our observations might be illusory, but then we need to account for the illusion.

Hossenfelder: Since this comment section is suffering from an extraordinary influx of mostly ill-informed, impolite, and entirely superfluous submissions that clog my inbox, I am closing this comment section.

Sunday, January 10, 2016

The answer may be luck

Brian Greene explained on RadioLab that there is no time, and we only have free will to choose alternate universes.

The most sensible comment is Lisa Randall saying that this is all speculation. But that suggests that it might be true. No, it is just an untestable fantasy that cannot possibly be true.

The episode appears to be a few years old, but I just heard it on my local NPR radio station.

To Greene, Kaku, and others, randomness means the universe is splitting into parallel universes.

A current ABC News story says time travel may be possible, according to scientists:
But physicists warn just because the feat may seem impossible, doesn't mean it is.

"We have a hard time perceiving how time can bend just like other dimensions, so Einstein's predictions seem strange," said J. Richard Gott, author of the book Time Travel in Einstein's Universe and a professor of astrophysics at Princeton University. "But this appears to be the world we live in." ...

Then again, even if we manage to bolt into the future, there remains the tricky issue of how to return by traveling to the past.

According to Einstein's theory, approaching the speed of light would theoretically slow time, traveling at the speed of light would make it stand still and traveling faster than the speed of light would reverse time.

But Einstein also showed that traveling at or faster than the speed of light is impossible because mass at these speeds becomes infinite. Does that mean traveling back in time is impossible? Some, like British theoretical physicist Stephen Hawking, have said so. But others think there may be a way to find "shortcuts" to the past.

In the late 1980's Kip Thorne of the University of California at Berkeley suggested that objects known as wormholes exist in space. These objects would essentially be two connecting black holes whose mouths make up a tear in the fabric of space-time.

By finding a wormhole and stretching it so one mouth extends light years away from the other, the wormhole could provide a passageway to a past or future point on the undulating river of time. ...

Hawking has suggested that time protects itself from such scenarios by preventing time travel to the past. Others suggest that the time traveler would simply enter a parallel universe that evolves along its own separate route in space. And others, like Halpern, say that past, present and future, might all exist and influence each other simultaneously in our universe.
Traveling to the future is nothing special, as freezing your body would have the same effect.

Here is another view, from Harvard psychology professor Steve Pinker:
But new studies looking for small effects of thousands of genes in large samples have pinpointed a few genetic loci that each accounts for a fraction of an IQ point. More studies are in the pipeline and will link those genes to brain development, showing that they are not statistical curiosities. The emerging picture is that most behavioral traits are affected by many, many genes, each accounting for a tiny percentage of the variance.

Biologists are solving a related mystery: What is the additional factor shaping us that cannot be identified with our genes or families? The answer may be luck. We’ve long known that the genome can’t wire the brain down to the last synapse, so there is tremendous room for unpredictable zigzags in development.
I quote this because of his attitude that "luck" might be some sort of answer to an unsolved problem.

Behavioral traits are attributable to genes, families, and possible additional factors. You can call those factors "luck" if you want, but that is just another way of saying that the factors are unknown or unpredictable with current knowledge.5

Most people think that the family environment is the most important, but research says that it is the least .

For another view from the other side of the world, see this 2012 article in an Iranian medical journal:
Deterministic thinking is one of the major cognitive distortions. This type of thinking ignores any possibility in making a conclusion about events. Any consequence of an event may be thought as: 2×2= 4. Equality is a dominant factor among all conclusions of this kind of distortion. Distortion emerges in cognitive rigidity in the mind and could be the source of all distortions. Cognitive rigidity is a main reason for depression and other psychosocial maladjustments. ...

for instance, divorce= misery; cancer = death or being informed of having a cancer = misery [20]. ...

Holy Quran: "sometimes an undesirable event may bring you luck and sometimes bad luck" [25] (Quran). Therefore, being too disappointed or too hopeful about events is not accepted in this perspective as prediction of events may not be possible. Even prediction of God's will is not promising in Shiite perspective -Arafeh praying, Imam Hossein [26]. This view is called "bada" in Shiite ideology which means everything can be initiated from the beginning. There is a phrase used most often by Moslems around the world when they are faced with different events and situations:”Insha Allah” which means “If God Wants”. This means that any consequence of events is due to will of God19, [27, 28]. Similarly, in the scientific approach, accepting or rejecting hypothesis by P value of zero is avoided despite possessing firm experimental reasons. The main reason for this approach is that some scientists believe in no absolute reality.
Apparently Moslems get diagnosed with cancer, and then have a hard time understanding that they have a chance of living, and a chance of dying. Islam teaches that all events are determined by the will of God, and deterministic thinking is depressing.

Moslem scientists can only do experiments by blocking out the Islamic teachings, and pretending that there is no absolute reality.

By contrast, Christianity teaches that people have free will.

Columbia statistician Andrew Gelman recently quoted this paper favorably, and says that "deterministic thinking" is "one of our favorite villains". Quantifying luck is the bread and butter of statisticians.

The West also has misunderstandings of luck and probability. One of the most widely praised and cited results in social science was a 1985 paper supposedly showing that basketball players do not have hot hands. It was recently shown to be based on an elementary probability error. But then the NY Times articles on the correction were hopelessly confused, as explained here:
The existence of "Hot Hands" and "Streaks" in sports and gambling is hotly debated, but there is no uncertainty about the recent batting-average of the New York Times: it is now two-for-two in mangling and misunderstanding elementary concepts in probability and statistics; and mixing up the key points in a recent paper that re-examines earlier work on the statistics of streaks. In so doing, it's high-visibility articles have added to the general-public's confusion about probability, making it seem mysterious and paradoxical when it needn't be.
The confusion is in phrases like "purely random situation". The Wall Street Journal made a similar error, but it posted a correction. The NY Times refused to post a correction.

Wednesday, January 6, 2016

Smolin draws lessons from Einstein and general relativity

Physicist Lee Smolin has some unusual views about science, and writes Lessons from Einstein's 1915 discovery of general relativity:
There is a myth that Einstein's discovery of general relativity was due to his following beautiful mathematics to discover new insights about nature. I argue that this is an incorrect reading of the history and that what Einstein did was to follow physical insights which arose from asking that the story we tell of how nature works be coherent.
No, he just switches from one incorrect myth to another.
All the characteristic phenomena that general relativity describes were unknown in 1915 when Einstein published his theory. These include the expanding universe, black holes, light bending in gravitational fields, gravitational lenses, time slowing down in gravitational fields, gravitational waves, dark energy. Not only were these phenomena not yet observed in 1915, most of them had not even been thought about. ...

Some people point to the shift in Mercury’s perihelion as a case of an anomaly that general relativity explained. The problem with this is that virtually nobody except Einstein thought this phenomena needed a new theory to explain it. The bulk of astronomical opinion was that this shift could be accounted for either by a new planet or by more precise calculations of the way the planets’ gravitational fields perturb each others orbits.

What should have been clear to anyone who followed physics was that Newton’s gravitational theory required revision in the light of special relativity. But why not introduce a field theory for gravity within the framework of special relativity?
Most of this is false. Einstein did not even believe in an expanding universe until around 1932, when Hubble convinced him of the evidence.

The possibility of black holes, where a star has collapsed to the point where gravity is too strong for light to escape, had been published a century earlier. Einstein rejected the concept, even after others showed that they were possible in GR.

Einstein did predict light bending, and that the amount should be greater than the Newtonian prediction. However some bending was expected in the Newtonian theory, as a result of light having inertia.

Einstein proposed gravitational lensing many years later, but that is just a consequence of bending light, and we would have it with or without GR.

Einstein also rejected gravitational waves and dark energy, even after advocated by others.

The theoretical cause for belief in dark energy comes from quantum mechanics, not GR. The GR physicists only embraced it after astronomical evidence was found in 1998.

Poincare was the leading mathematical physicists of the day in 1905 when he published a relativistic theory of gravity and explained why such a theory was necessary. He also proposed using it to explain gravity waves. A couple of years later, he proposed using it to explain the anomaly in Mercury's orbit. It is not true that this was Einstein's original idea; he got it directly from Poincare.
Einstein was neither very well educated in mathematics, nor very good at it. He depended on friends
\such as Marcel Grossman [Grossmann] to explain to him the mathematics on which general relativity is based. And he depended on other friends, such as Michael Besso, to find the correct interpretation of the mathematics. Indeed, contemporaries noted that there were many colleagues who were much better at mathematics, such as John von Neumann.

Unlike Newton, Einstein did not invent any of the mathematics he used to express his new theories. General relativity employs mathematics that was advanced for the timethe mathematics of curved surfaces and general geometries which had been developed by mathematicians in the second half of the 19th Century. Einstein was the first physicist to use this new approach to geometry to describe physical systems. But he followed the tuition [intuition?] of Marcel Grossman [Grossmann] in learning and applying the mathematics.

Indeed, Einstein was not very good at using this new mathematics. Once he had written down and published the equations of general relativity, solutions which describe simple examples were quickly found. These describe very symmetric situations such as spherically symmetric stars and homogeneous, expanding universes. To derive these solutions are now homework exercises in undergraduate courses in general relativity. But Einstein didn’t find any of these simple solutions, indeed there is no evidence he even looked for them. They were found by others within weeks of his papers being published.
If Einstein did not do the math, what did he do?

The essence of GR is to reconcile gravity with special relativity. It was primarily a mathematical problem, and Einstein was lucky to have mathematician friends (Grossmann, Levi-Civita, Hilbert) who understood the necessary tools.

SR uses a flat spacetime metric, and works great as long as everything is linear. As soon as you have an accelerating frame of reference, then some nonlinearities become puzzle. A covariant theory based on a curved spacetime metric is needed. Grossmann figured out that the key condition for a pure gravitational field is that the Ricci tensor is zero.

Einstein deduced the starlight deflection, Mercury precession, and Doppler red-shift. He also deduced the gravitational slowing of clocks, but that was based on SR, in 1907. The Mercury precession was the only one that really used the nonlinear curviture of GR.
Why did Einstein weave a myth around his creation of general relativity? What was his motive for telling a fable about the role of mathematical beauty in his creation of general relativity?

The reason may be that he was making propaganda to promote interest in work he was doing to follow up on general relativity. This was aimed to go beyond general relativity to a theory he hoped would be his masterpiece, a unified theory of all phenomena, incorporating not just gravity but also electromagnetism. He called this the unified field theory.
Einstein weaved a myth about everything he did. No need to explain much. His famous GR paper did not cite any sources or credit any of his collaborators. His previous famous papers did the same thing.

All of this would only be of interest to historians, except that theoretical physicists and philosophers are always looking to Einstein and the relativity story as justification for how things ought to be done.

Smolin is a big believer in quantum gravity, and argues that string theory is the wrong approach.
One principle that seems reliable is background independence[6]. This says that the laws of nature should be statable in a form that does not rely on the specification of a fixed geometry of spacetime. Einstein’s theory of general relativity satisfies this principle, and it has been a useful heuristic for the search for quantum gravity. ...

One implication of this principle is that there can be no fundamental symmetries in the laws of nature. Every event in the history of the universe must be describable uniquely in terms of the relational degrees of freedom. This means that the closer we are to a fundamental theory, the fewer symmetries we should have. This may be why our search for larger and larger symmetries is no longer working. ...

The search for quantum gravity has produced one candidate for a new physical principle, which is the holographic principle. ...

Leonard Susskind[12] and Juan Maldacena[13] have applied the holographic principle to string theory, where it turned out to be extremely illuminating. It has other applications beyond string theory which suggest it is a truly general principle. Unfortunately, these so far do not apply to our world, because they require the dark energy be negative when, in nature, it is positive. Still, this is one of the very best idea [ideas] we have so far and it shows we can get further if we start with insights and principles, as ’t Hooft did.

My sense is that the hAs [???] so far stated, the holographic principle fails to have the direct physical content of the principles of relativity and equivalence. It cannot be expressed or tested in a single experiment.

We also so far lack a formulation of the holographic principle which is consistent with the principle of background independence that grounds general relativity[14].
His notion of background independence is not really testable either. I am not sure the concept even makes sense, as the GR equations have solutions that are not physically realizable.

Tuesday, January 5, 2016

Science news is about what is being hyped

Scott Aaronson answers the annual Edge question:
2015 marked a turning point. For the first time, the most hard-nosed experimentalists are talking about integrating 40 or more high-quality quantum bits (“qubits”) into a small programmable quantum computer—not in the remote future, but in the next few years. ...

They’ll suffice to disprove the skeptics, to show that nature really does put this immense computing power at our disposal ... And if quantum computing turns out not be possible, ...
So quantum computing has still not been proved possible, but hard-nosed experimentalists are talking about it, and that is exciting.
Gordon Kane on how the big news is that the LHC should soon see superparticles. (This would actually be fine except that Kane omits the crucial context, that he’s been predicting superparticles just around the corner again and again for the past twenty years and they’ve never shown up)
Just as the quantum computing folks have been predicting quantum computers for 20 years and they've never shown up.

Monday, January 4, 2016

Krauss tries to minimize Muslim terrorism

Physicist Lawrence M. Krauss seems to be regularly contributing essays to the New Yorker mag, and his latest is Thinking Rationally About Terror:
“Panic” is not too strong a word. According to a New York Times poll conducted earlier this month, people are as terrified about terrorism today as at any time since September 11, 2001. Donald Trump called for the closing of borders to Muslims; John McCain said, in response to the President’s address on the San Bernardino shooting, that “this is the war of our time.” ...

After the religious extremism of the young couple had been established, the anxiety level skyrocketed. Nothing had changed about the substance of the crime. Still, one minute, we were debating legislation; the next, we were talking about war.

Indeed, all around the world, when violence is perpetrated by terrorists instead of by other criminals, governments respond in extraordinary ways. ...

Exactly how much more dangerous has terrorism made our lives? To answer this question, it helps to run the numbers. ...

And, in the process, we need to distinguish policies that can realistically improve the safety of the public from those that only appear to do so.
This is mostly a political rant from a leftist atheist evolutionist multiculturalist, and most of his opinions are off-topic for this blog.

But Krauss uses his status as a scientist to argue that a rational person would not worry much about terrorism because the total number of murders in France and USA are relatively small so far.

He radically underestimates the cost. There is a large segment of the Islamic world that is in a long-term war with Western Civilization. This war has already cost us trillions of dollars with wars in Kuwait, Bosnia, Kosovo, Afghanistan, Iraq, Somalia, Yemen, Libya, and Syria. It has retricted our travel freedoms with TSA airport procedures. It has emboldened the Left to cut back our First and Second Amendment rights.

More seriously, if Europe does not find the will to resist, it will be subjugated under Sharia Law in a couple of generations.

A rational approach would at least compare the alternatives. What if we let 5M Muslim migrants into the USA, and only 1% are terrorists? Japan does not let any Muslims in, and it does not have any terrorism.

Krauss hates Republicans and anyone else who is against same-sex marriage, so he is against the Muslims also, but he writes an essay minimizing their terrorist threats.

Saturday, January 2, 2016

Stock exchange is a quantum computational virtual reality

At first, I thought that this essay was a joke:
Recently, quantum gates and quantum circuits have been found when portfolios of stocks were simulated in quantum computation processes. This astonishing discover might be pointing out to the existence of a bizarre quantum code that rules the stock market transactions.

To take an advantage over the competition, financial institutions must adopt new scientific ideas and advanced technologies very early in their development. This is the case of quantum computers too.

Promised to be more powerful and faster than their classical counterparts, quantum computers captured the total attention of financial players lately. ...

Briefly, financial problems can be solved, in an adiabatic quantum computation, by initializing a system of particles into the ground state of a simple Hamiltonian, and then adiabatically evolving the Hamiltonian to one whose ground state encodes the solution to the problem.

The amazing thing here is that changing the quantum states of tiny particles can solve exclusively human related problems, like selecting an optimum portfolio of assets in the financial markets.

There is another angle to view the applicability of quantum computation to financial markets that refers to simulation of price movements of stocks in the portfolios. A recent paper [Quantum Gates and Quantum Circuits of Stock Portfolio] in applying quantum computation to model the stock price movements surprisingly suggests that the stock market itself is a complex quantum algorithm. ...

In topological quantum computation, quantum gates are simply implemented by braiding the quasi-particles trajectories in a predefined sequence.

What these quasi-particles and braided trajectories had to do with financial markets?

Here is the catch. The time series of prices of stocks in the portfolios are exhibiting the same braiding behavior, just like the collection of quasi-particles. From here to the idea of simulating the prices of stock movements in a portfolio on a quantum simulation is just a small step to take.

The astonishing thing is that, when simulating in topological quantum computation environment the time series of stock prices realize, in their braiding movement, elementary quantum gates. The quantum gates that prices of stocks in a portfolio are realized can be chained in quantum circuits.

It is absolutely fascinating to see how stocks of reputable companies like McDonalds or Walt Disney Company are literally realizing quantum gates in their New York Stock Exchange daily evolution.

Selecting a stock portfolio, from the shares of companies listed on Dow Jones Industrial Average market index, composed of McDonald's Corp. (MCD), The Walt Disney Company (DIS), American Express Company (AXP), and United Health Group Incorporated (UNH),an astonishing chain of quantum gates is recovered. Hadamard gate, Pauli gates and S-phase gate are all acting concerted in 1-qubit quantum circuit.

More complex quantum code structures arise considering increasing the number of stocks in the portfolio. 2-qubit quantum circuits are realized by adding Nike Inc. (NKE) and The Home Depot, Inc. (HD) to the initial portfolio of stocks.

Fragment of the Stock Market Quantum Algorithm realized by quantum computing simulation of a stock portfolio composed of: The Walt Disney Company (DIS), Nike Inc. (NKE), McDonald's Corp. (MCD), American Express Company (AXP), UnitedHealth Group Incorporated (UNH), The Home Depot, Inc. (HD)

Extended the process to the whole Dow Jones Industrial Average market index a mysterious quantum code of the stock market is revealed.

Here is the link to the quantum computational universe. This strange quantum code laying beneath the stock market transactions may be a small fragment of the universal code the entire Universe acts according with. This result may point out the shocking conclusion that New York Stock Exchange is perhaps a quantum computational virtual reality.
From the way that specific stocks are mentioned, I think that somebody is doing some serious conning. Somebody is claiming to be able to manage a stock market portfolio based on quantum computation. The author of this essay may not even realize that this is all BS.

Electromagnetism Derived From Geometry

General relativity teaches that gravity is a manifestation of geometry. Not everyone knows that electromagnetism and the other fundamental f...