- #1
JuneSpring25
- 15
- 0
Hello,
I'd appreciate some help with understanding how the MWI deals wtih nonlocality.
My understanding is most versions of MWI do not include non-locality.
To start off this is my understanding of a potential entanglement expeirment:
Two particles A and B are entangled then the particles are moved to seperate labs around the world.
When measured seperately in space and time, their paired properties such as spin will always be correlated so if A is spin up, B is spin down.
In experiment 1 particle A is observed to be spin up.
In experiment 2 an hour later, particle B is observed to be spin down.
They are then measured again.
In experiment 3 particle A is observed to be spin up again.
In experiment 4 an hour later, particle B is observed to be spin down again.
This could carry on for a series of experiments over time so A might be measured as up, up, down, down, up and B would have to be measured as down, down, up, up, down, etc.
*
My understanding is MWI says this is because observers find themselves on the same branch for each experiment in sequence. Is that right? So some observers will see particle A as spin down and will then see particle B will be spin up, some observers will see particle A and spin up and will then see particle B as spin down. No observers will be on a branch were they see particle A spin down and then experience particle B as spin down as well.
If this is right so far, am I right in assuming something is believed to happen at the point of entanglement that sets out how the sequence of spin outcomes will turn out? Is that where MWI differs from non-local interpretations which suggest that the two particles are influencing each other in the moment of each experiment?
Answers appreciated!
I'd appreciate some help with understanding how the MWI deals wtih nonlocality.
My understanding is most versions of MWI do not include non-locality.
To start off this is my understanding of a potential entanglement expeirment:
Two particles A and B are entangled then the particles are moved to seperate labs around the world.
When measured seperately in space and time, their paired properties such as spin will always be correlated so if A is spin up, B is spin down.
In experiment 1 particle A is observed to be spin up.
In experiment 2 an hour later, particle B is observed to be spin down.
They are then measured again.
In experiment 3 particle A is observed to be spin up again.
In experiment 4 an hour later, particle B is observed to be spin down again.
This could carry on for a series of experiments over time so A might be measured as up, up, down, down, up and B would have to be measured as down, down, up, up, down, etc.
*
My understanding is MWI says this is because observers find themselves on the same branch for each experiment in sequence. Is that right? So some observers will see particle A as spin down and will then see particle B will be spin up, some observers will see particle A and spin up and will then see particle B as spin down. No observers will be on a branch were they see particle A spin down and then experience particle B as spin down as well.
If this is right so far, am I right in assuming something is believed to happen at the point of entanglement that sets out how the sequence of spin outcomes will turn out? Is that where MWI differs from non-local interpretations which suggest that the two particles are influencing each other in the moment of each experiment?
Answers appreciated!