I honestly don’t know.
I do believe (and please note that I said “believe,” and not “know”) that the realm of quantum mechanics is like a vast ocean, and we are only looking at a tidepool.
I do know that every time we say something is impossible . . . some oddball genius comes along and proves us wrong.
However, please don’t interpret my open-mindedness as a lack of skepticism.
A fan once wrote to Isaac Asimov that every time a scientist said something was “true” (in however you define the word), a century goes by and further advances prove him wrong.
It follows that things that we accept as true now will be proven wrong in the future.
Asimov was quick to point out the fallacy of this chain of reasoning as follows (and I promise I’m digressing for a reason, and I’ll get back to quantum mechanics in a moment): Eratosthenes (in Ancient Greece) proved that the Earth was round, and assumed it was a (more or less) perfect sphere.
Isaac Newton calculated that the Earth should bulge slightly at the equator, and was proven correct.
The Telsar satellite demonstrated that this bulge was slightly larger just south of the equator.
Asimov’s point is that this gradual refinement and increase in accuracy proves that each prior idea about the Earth’s shape is wrong . . . but still different from claiming that the Earth is a cube in Ancient Greece, a pyramid shape to Isaac Newton, and a torus (or doughnut shape) to the Telstar satellite. This is because “right” and “wrong” are fuzzy concepts that should be defined on a spectrum rather than as absolutes.
I wonder if it is such with quantum mechanics.
Are we at the stage where we’re claiming that something is a perfect sphere, and in the future a refinement will show a slight bulge in the equator?
Or are we so early in our process of understanding that we may abandon a sphere in favor of a torus?
My feeling (very unscientific) is that there is so much that we don’t understand that I feel that we may see a torus in the future (to use my analogy).
I feel this way because the bizarre, counter-intuitive consequences of quantum mechanics seem to show considerable credibility gaps in our understanding.
As for the “No Communication Theorem,” I wonder.
There are many logical arguments that just don’t have any validity in real life. An example would be Zeno’s paradox.
Zeno asks us to imagine a race between a turtle (very slow) and a hare (very fast). Because the hare is a gentleman and wishes to demonstrate good sportsmanship, he gives the turtle a considerable head start, as he wishes to create a level playing field.
Zeno said that by the time the hare had reached halfway to the turtle, the turtle will have moved on.
So . . . the hare can get as close as he wants to the turtle, but will never overtake the turtle. The paradox is that the hare still always manages to win.
A brilliant argument, but it doesn’t match the real world.
So, I don’t think that the “No Communication Theorem” automatically reflects reality.
I’m sure that it does . . . but I still think of Zeno’s paradox, and how a brilliant argument doesn’t mean that the Universe is obligated to conform to our notions.