Two waves Y1 and Y2 are said to be coherent if their phase shift Phi 1 -Phi 2 is constant over time.
The question arises, can quantum entanglement be assumed to be a kind of forced wave coherence similar to that described by Einstein's laser, Amplification of Light by Stimulated Emission of Radiation?.
What is waving in the Schrödinger equation and why is it called the “wave” of the Schrödinger equation, especially when its phase is undefined?
It is well known that there is theoretical and experimental evidence for a causal relationship between the phase of the wave function and physical reality.
The Copenhagen interpretation of quantum mechanics, which only gives physical meaning to the magnitude of the wave function, cannot be considered complete on this basis.
* A new dynamic-statistical interpretation of quantum mechanics is needed [1,2].
Believe it or not, attaching a well-defined phase to the amplitude of the SE wave would no longer complicate it but on the contrary would make it more understandable and its solution more accessible.
However, we assume that defining a phase at the amplitude of SE can be done via two different approaches:
i-reform the Bohr/Copenhagen interpretation of the Schrödinger equation.
ii-Apply the complex transition matrix Q to find the statistical numerical solution of SE.
To be continued.
1-Ivan Georgiev Koprinkov, Phase Causation of the Wave Function or Can the Copenhagen Interpretation of Quantum Mechanics Be Considered Complete? Journal of Modern Physics Vol.7 No.4, February 2016.
2-I.Abbas,Numerical statistical resolution of the Schrödinger wave equation, Researchgate.
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The idea of quantum coherence over space or time certainly plays a role.
Say there is some relation when two particles interact strongly and are together (like they carry opposit spins)
Then entanglement would say this condition survives when they are apart from each other.
Perhaps not a mystery if nothing arises to shake up this condition.
Noisy environments do spoil this.
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