To a non-expert it can be difficult to separate which theories lay on solid ground and which theories are highly speculative.
To a non-expert it can be difficult to separate which theories lay on solid ground and which theories are highly speculative.
It would be like accidentally discovering antibiotics during the plague. You might not know how it works or why, but you know what it does and it absolutely gets the job done.
So QM itself is on very, very solid ground. You're using it now on your computer.
The interpretations of QM and the attempts to reconcile the exceptionally well tested mathematics of QM and the reality that we experience which is not-QM at all are all philosophical with zero evidence. Everyone just tries to make compelling arguments based on things like Occam's razor about why their horse is the best one in the race without actually knowing anything at all.
We have place a few bounds around things like Bell's inequality so we know that local hidden variable theories are ruled out, but that is about it.
The title article is very interesting because its one of the first few actual tests to probe if there really is a transition between QM reality and classical reality. Regardless of who actually wins the horse-race the important thing here is that there's slow progress being made on trying to experimentally test theories. This is why I've always liked the Penrose models of collapse better than the MWI models since the former have some chance of being actually testable, while with MWI you just blindly decide it is true or not and then you argue a bunch about philosophy and never do any experiments, which isn't science. Penrose models of collapse might be wrong but at least they're in principle testable, which is incredibly exciting about this article.
“We” in the collective sense are not clueless about quantum mechanics at all. We have an extremely exact model, and pretty much every attempt At proving that it’s insufficient fails. The only “problem” with quantum mechanics is the same as the “problem” we had in Newtonian mechanics when we found that a tennis ball and a bowling ball falling from head height hit the ground at the same time. This was a problem because intuition would have the heavier object fall faster than the lighter. It wasn’t an actual problem with Newtonian mechanics though mind you. Our intuition was counter to reality, the problem was the intuition not the model of reality.
Naturally there were other actual problems with Newtonian mechanics, but none of that had to do with making it more intuitive. And the same is true of quantum mechanics. It doesn’t sound intuitive to most people, but that’s not problem, it just means your intuition about how systems should behave at these scales is wrong.
> To a non-expert it can be difficult to separate which theories lay on solid ground and which theories are highly speculative.
Sure, but isn't that the point of doing these experiments?
Based on the other responses, it seems like we can mathematically model these phenomena very well and make very good predictions. However, when it comes to explaining why these phenomena exist in the first place, we are like a medieval doctor trying to explain why antibiotics work.
So... not really like how our past misunderstanding of disease, which was useless as well as being wrong.