Question

1. What exists underneath the wave function?
2. What are the physical significance of Bogoliubov transformation?
3. Could the double-slit experiment negate the no-communication theorem?​

Answer 1

Answer:

1)If the owner is actually detected, then the hopping stops. The path and the swarm are no longer developed further. With other words, the wave function collapses. Thus, underneath the wave function some fine grain structure and fine grain dynamics may exist.

2)In the case of nuclear structure physics, the Bogoliubov transformation leads you to interprent the states as Quasiparticles, where you have one probability to have a hole, and another probability to have a particle

Answer 2

What exists underneath the wave function?

We consider the wave function in configuration space.

It is a probability amplitude distribution.

Its squared modulus is a probability density distribution.

That probability density distribution is a normalized continuous location density distribution.

Interpretation:

_1_ It is the probability of detecting the owner of the wave function at the location that is defined by the parameter of the wave function.

_2_a_ That continuous location density distribution is the continuous description of a discrete location density distribution.

_2_b_ This density distribution describes locations where the owner of the wave function can be..

_2_c_ One of these locations is the currently actual location.

See the second interpretation as a dynamic process.