Determinism without causality
Posted: Mon Apr 27, 2020 7:32 pm
Why don't we re-think the Many World's Intepretation to a fit a deterministic universe?
According to the Many Worlds-interpretation, the universal wave function splits the universe into two branches for every event.
By re-thinking it, I mean we live in one branch, and we can trace it all way back to the root. But other branches of that same wave function have other values.
In short, radioactive matter has always either decayed or not decayed, it depends on the branches of the wave function we're living in, and to which root branches we can trace our history to.
The world may be deterministic, but not neccessarily causal in a classical newtonian sense.
For example, consider the superposition of the spin of a photon.
It's both spin up and down, until you measure it.
But what if the spin has already had the spin independently of whether you measure it or not, yet without the causality of that spin?
Think of the world like a lot of various ways the game of chess can evolve, though without the rules that guides a classical game of chess:
In one world/branch of the wave function (of the same universe, but not the same world) the games evolved with first the king in the center. Next we have all the peasants scattered randomly. And so forth, that is to say the universe plays a game of chess with its particles, without obeying the classical rules of the game, that is causality (causality is equivalent to the rules of the game of chess, on which moves can follow another move).
In short, there may be no causality, just random yet deterministic locations and spins of each particle.
They can still be entangled though, as they're part of the same wave function. Add all the particles randomness together, and you have the totality of the wave function.
This way, the world can be both random and deterministic simulatanously.
Nothing caused anything. Causation is an emergent phenomenon arising when we add up all the possibilities of these fluctuations compared to each other.
Does this make any sense?
According to the Many Worlds-interpretation, the universal wave function splits the universe into two branches for every event.
By re-thinking it, I mean we live in one branch, and we can trace it all way back to the root. But other branches of that same wave function have other values.
In short, radioactive matter has always either decayed or not decayed, it depends on the branches of the wave function we're living in, and to which root branches we can trace our history to.
The world may be deterministic, but not neccessarily causal in a classical newtonian sense.
For example, consider the superposition of the spin of a photon.
It's both spin up and down, until you measure it.
But what if the spin has already had the spin independently of whether you measure it or not, yet without the causality of that spin?
Think of the world like a lot of various ways the game of chess can evolve, though without the rules that guides a classical game of chess:
In one world/branch of the wave function (of the same universe, but not the same world) the games evolved with first the king in the center. Next we have all the peasants scattered randomly. And so forth, that is to say the universe plays a game of chess with its particles, without obeying the classical rules of the game, that is causality (causality is equivalent to the rules of the game of chess, on which moves can follow another move).
In short, there may be no causality, just random yet deterministic locations and spins of each particle.
They can still be entangled though, as they're part of the same wave function. Add all the particles randomness together, and you have the totality of the wave function.
This way, the world can be both random and deterministic simulatanously.
Nothing caused anything. Causation is an emergent phenomenon arising when we add up all the possibilities of these fluctuations compared to each other.
Does this make any sense?