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Vassal
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A chaotic system is by definition deterministic. And one of the characteristics of a chaotic system is bifurcation.
The Question is this: During the first moments of the big bang, the phenomenon responsible for converting energy into matter was pair production. Would there be a way to prove/test that this pair production happened in a way consistent with chaotic bifurcation?
Observe this Lorenz-type fractal. While doing so, imagine the first moments of the big bang.... is it not possible that the pair production followed this "pattern" ? Would there be a way to test this? I would imagine you would need to recreate the big bang and then observe pair production in action... Can the LHC be used to simulate this in some way? I would think it should since it deals with interactions that took place during the Planck era, yea?
Lets say you prove that it did happen in such a way, how close are we then to saying that the universe is a chaotic system? Would this alone prove it? Imagine the implications of such a result... Keep in mind that a chaotic system, is by definition deterministic.
The Question is this: During the first moments of the big bang, the phenomenon responsible for converting energy into matter was pair production. Would there be a way to prove/test that this pair production happened in a way consistent with chaotic bifurcation?
Observe this Lorenz-type fractal. While doing so, imagine the first moments of the big bang.... is it not possible that the pair production followed this "pattern" ? Would there be a way to test this? I would imagine you would need to recreate the big bang and then observe pair production in action... Can the LHC be used to simulate this in some way? I would think it should since it deals with interactions that took place during the Planck era, yea?
Lets say you prove that it did happen in such a way, how close are we then to saying that the universe is a chaotic system? Would this alone prove it? Imagine the implications of such a result... Keep in mind that a chaotic system, is by definition deterministic.