Author : ealimkhanki

Publish Date : 2021-01-07 17:46:57

Much like any probability distribution, it tells us what to expect, but, unlike classical probability distributions, we don’t have an understanding of the underlying physics. For example, with a classical phenomenon like Brownian motion, the random movement of particles suspended in a gas or fluid, we understand that the randomness comes from particles we can’t see (molecules) bumping into a larger particle that we can see (e.g., a grain of pollen). Our probability distribution is designed to describe that randomness without knowing the precise dynamics of all those little particles. Nevertheless, we know how each one of those particles individually behaves even if we can’t predict it.

If all of this is confusing, it is because it is. We don’t know what the wavefunction really is. The best validated science of today says that the wavefunction is a mathematical description of the state of a particle. It gives us all the information we need to carry out experiments and make predictions. Moreover, we can never do better than the wavefunction in terms of those predictions. The limit isn’t in our ability to detect. It is fundamental to how particles work.

Another are Lindblad equations which say Schroedinger’s equation, the one we’ve been using for 100 years, is incomplete. Lindblad equations pretty much solve the problem at the expense of making the universe fundamentally random. They are one possible generalization of Schroedinger’s but there are others.

These last two might take some explaining. In the first case, the wavefunction describes all the possible realities that could exist. By some mysterious process, one of those realities is selected to be the “real” one that we measure. The wavefunction doesn’t let go of any of those other potentialities until we measure it but they were never real in the first place.

My intuition about this is that particles really are like grains of pollen suspended in liquid. It is just that, instead of bumping into random, invisible particles all around it, they are bumping into random, invisible particles and fields in another dimension.

In the second case, the wavefunction carries with it all possible realities and they are all real but for some reason only one is mysteriously selected to be visible to us.

Others say this is all nonsense and the wavefunction is just a probability description that never has any reality at all. Consistent histories is an example of this. Consistent histories means that you choose a framework for selecting what is real randomly out of all the possibilities as it travels along through time. Your framework keeps everything consistent.

Likewise that randomness seems to reach back in time or across lightyears with mysterious phenomenon of entanglement where two separately measureable particles share a single wavefunction.

My theory is that the wavefunction describes many histories of the same particle at different points in a 5th dimension. Thus, particles really are exposed to a “bath” of random influences that we can’t see. They really do change their histories in response to one another, reaching across lightyears. This suggests, in fact, that quantum mechanics works exactly like classical Brownian mechanics, but, instead of moving in time, they move in the 5th dimension. Instead of being round little particles, they are strands strung through time.

Many physicists consider the wavefunction to be a mathematical convenience, sort of like any probability distribution. Its only job is to model the likelihood of finding a particle in a certain place or with a certain state. As for the particle itself, who knows what the reality is?

In quantum physics, it seems like the randomness is somehow built into the structure of the universe. A particle follows a random path despite being in a vacuum and exposed to no other particles. It acts like it is interacting with other particles when there are none. Indeed, it acts like it is interacting with copies of itself as evidenced by the wavelike probability distribution.

Those who believe in the Many Worlds Interpretation of quantum mechanics see the wavefunction as a description of an infinite number of worlds, each containing its own copy of the particle.

I’ve only scratched the surface of different interpretations and the dizzying variations on them. It is literally where physics meets meta-physics and tries to answer the question: what is real?

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) supported on ARM processors! Rerun the Homebrew installer under Rosetta 2. If you really know what you are doing and are prepared for a very broken experience you can use another installation option for installing on ARM: https://docs.brew.sh/InstallationFor the adherents of Bohmian mechanics, the wavefunction is a real thing but it guides another thing, the particle, which is also real. So the wavefunction is like a ghostly force telling the particle where to go.

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