Live data from Hacker News

Why have so many physicists shrugged off the paradoxes of quantum mechanics?

thenewatlantis.com

71–80 of 132 posts

Re: Why have so many physicists shrugged off the paradoxes of quantum mechanics?

#71
post #68

Earlier quoted context omitted.

I agree with both. This explanation is easier to understand, but it makes it look like a technological problem that can be solved, instead of a fundamental property of the universe.

I think david927's intuition is more correct here. The uncertainty in the position and momentum is intrinsic to quantum mechanics - it's built into the 'wave function'. The suggestion that if one pushes away something by throwing something else builds on a purely classical intuition and wouldn't require quantum mechanics to explain if this was all we observed. The uncertainty in quantum mechanics is fundamental (to q…

Why unknown? Heisenberg's uncertainty principle can be derived mathematically, using a property of the Fourier transform. It has nothing to do with disturbing the system during measurement.

Re: Why have so many physicists shrugged off the paradoxes of quantum mechanics?

#72
post #35

> Bohr postulated a distinction between the quantum world and the world of everyday objects. A “classical” object is an object of everyday experience. It has, for example, a definite position and momentum, whether observed or not. A “quantum” object, such as an electron, has a different status; it’s an abstraction. Some properties, such as electrical charge, belong to the electron abstraction intrinsically, but other…

> This is a common error. Macroscopic "everyday" objects don't have a definite position and momentum. Macroscopic objects are quantum objects. But when the mass is big enough, the position and momentum can be defined simultaneously with an error that is so small that you can just ignore the uncertainty and approximate them as classical objects. To put this into simpler terms: Whenever we measure something, we need to…

This is not a correct description at all of QM complementary observables. This is a purely classical explanation (and was one of the first layman "explanations" back in 1920, but that was 100 years ago and QM is much better understood now).

Re: Why have so many physicists shrugged off the paradoxes of quantum mechanics?

#74

They aren't paradoxes of quantum mechanics. They are a paradox between how we intuitively expect the world to work and reality. Our intuition is wrong.

QM doesn't mean the same thing to everybody. Many physicists think it includes both unitary evolution and (real or apparent) collapse during measurements, while being valid for multiple observers and describing a single approximately classical world.

That very common view is a paradox because different observers can have different notions of "measurement" and they are incompatible.

Re: Why have so many physicists shrugged off the paradoxes of quantum mechanics?

#75

It seems to me that the resolution of the quantum mysteries might come from three sources: (1) the Holographic Principle, (2) Dark Matter, and (3) the Planck Length. 1. The Holographic Principle. The universe looks three dimensional but fundamentally it is different. 3-D space is a projection from some 2-D circuit board. If I believe that, then I have no problem hearing about (a) hidden variables or (b) spooky action…

2) As far as I know, Dark Matter is totally unrelated to the quantum mysteries (uncertainty principle, measurement problem, ...) 3) In elementary particles, the magnetic moment is twice the expected value of a fake classical particle of the same mass and charge (for a complete accurate explanation see https://en.wikipedia.org/wiki/G-factor_(physics) ) For elementary particles the number is 2. For non elementary parti…

You're correct, particle physics or QFT is not needed to appreciate the fundamental QM "mysteries", any non-trivial evolving measurable observable will do.

Re: Why have so many physicists shrugged off the paradoxes of quantum mechanics?

#76

Earlier quoted context omitted.

MWI is what happens when you don't require the existence of anything extra (collapse phenomenon). It's like how isn't an unexplained phenomenon--it results from the evolution of the observer's perspective. In MWI there is no event corresponding to collapse for the same reason that Gallileo's model doesn't have any correlate of epicycles.

In MWI the event corresponding to collapse is the supposed appearance of an entire universe, which is - conveniently - impossible to detect. And which "explains" any one timeline of experience as "Actually, that's still just random." So MWI goes from "That's random and we don't know why" to "That's random, we don't know why, but now we've added a universe too, although we can't prove it exists." Something about this…

> In MWI the event corresponding to collapse is the supposed appearance of an entire universe, which is - conveniently - impossible to detect.

My layman's understanding was that MWI doesn't postulate multiple universes. Rather, it posits that all particles are always in superpositions of states. What looks like a collapse to a single state is actually the particles under observation getting entangled with the particles that compose the observer: so, in the case of the double-slit experiment, you have a combined particle-observer system in a superposition of the states (particle goes through left slit / observer sees left detector activated) and (particle goes through right slit / observer sees right detector activated). Nothing has actually changed other than that entanglement: nothing is created or appears, certainly not an entire new universe.

ETA: like I say, I'm a layman, so I'd welcome any correction.

Re: Why have so many physicists shrugged off the paradoxes of quantum mechanics?

#77
post #15
post #12

Earlier quoted context omitted.

Yes there are. Even without invoking any philosophical issues, quantum mechanics admits it's not self-contained. It takes measurement - the act of an outsider interacting with a system, which collapses the wavefunction, as a postulate. Measurement is not described by quantum mechanics.

No, there is not. The Everett aka many-worlds interpretation demonstrates that you can explain the observed effects of measurement without invoking "collapse" of the wave function, and without reference to anything outside of QM.

Last time I checked, the Everett interpretation has yet to reproduce the "Born Rule" equation for wavefunction collapse.

The Many-Worlds interpretation is nice and fun to talk about, but it hasn't done any heavy lifting in terms of reducing the number of postulates required to describe quantum mechanics.

Re: Why have so many physicists shrugged off the paradoxes of quantum mechanics?

#78
post #68

Earlier quoted context omitted.

I agree with both. This explanation is easier to understand, but it makes it look like a technological problem that can be solved, instead of a fundamental property of the universe.

I think david927's intuition is more correct here. The uncertainty in the position and momentum is intrinsic to quantum mechanics - it's built into the 'wave function'. The suggestion that if one pushes away something by throwing something else builds on a purely classical intuition and wouldn't require quantum mechanics to explain if this was all we observed. The uncertainty in quantum mechanics is fundamental (to q…

3Blue1Brown has an extremely good explanation[1] of the intrinsic uncertainty, and why it's separate from measurement uncertainty. (the previous episode[2] is a recommended prerequisite for background on how the Fourier Transform works)

> emerges through a different, as yet unknown, mechanism.

In 3Blue1Bron's explanation[1], he shows how the intrinsic uncertainty is an inherent trade-off of trying to measure both position and frequency. A short wave packet only a few wavelengths long correlates with a narrow (precise) range of positions, but also correlates well with a very wide range of frequencies due. A Heisenberg-like uncertainty exists any time you are working with weave packets with length near the wavelength. 3Blue1Brown gives a very good example using Doppler radar.

[1] https://www.youtube.com/watch?v=MBnnXbOM5S4

[2] https://www.youtube.com/watch?v=spUNpyF58BY

Re: Why have so many physicists shrugged off the paradoxes of quantum mechanics?

#79
Blah blah blah. Fuck quantum physics. The only reason it works is because it operates within broad statistical margins.

Those margins are big because the things being measured are small, cheap and interchangable. We throw tons of billiard balls at the problem until every bucket of all possible outcomes has at least one billiard ball in it. Then the score is tallied up, and a model is fit down onto it.

The wave phenomenon and unexplained gravity effects are really just leftovers, and used as social discriminators to ensure doublethink compliance, when indoctinating students into the dogma of social control.

Re: Why have so many physicists shrugged off the paradoxes of quantum mechanics?

#80
post #35

Earlier quoted context omitted.

> This is a common error. Macroscopic "everyday" objects don't have a definite position and momentum. Macroscopic objects are quantum objects. But when the mass is big enough, the position and momentum can be defined simultaneously with an error that is so small that you can just ignore the uncertainty and approximate them as classical objects. To put this into simpler terms: Whenever we measure something, we need to…

That's a nice explanation but doesn't it give the impression that if we could find a better way to do that experiment, we could find a way around the problem, when instead it's a fundamental limit on what we can know about a quantum system?

But isn't the reason why it is a fundamental problem, that fundamentally there is nothing smaller to throw?
Post reply on HN