How/why are pocket universes created during eternal inflation?

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Eternal inflation is a cosmological theory that explains the creation of "pocket" or "bubble" universes through quantum fluctuations in energy density during the inflationary phase of the universe. As inflation progresses, regions of spacetime experience fluctuations that can either stop inflating or continue to inflate, leading to the formation of separate universes. This process is characterized by terms such as "decay" and "bubble nucleation," which describe how certain regions cease inflation while others persist. The concept suggests that while our observable universe may have stopped inflating, there are exponentially many regions still undergoing inflation, making the multiverse a mathematical consequence of eternal inflation.

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  • #31
julcab12 said:
O.T
... Ok. That's how it appears in the detector but how will we specify which part of the wavefunction is a "world"?
This goes under the heading of "einselection". You can find a decent amount of stuff with a search of the term.
 
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  • #32
Chronos said:
My point is proposing a test does not confer the hypothesis testability. You can propose a test for the existence of refrigerator light fairies - which does not confer that hypothesis testability.
Yes. So?

Popper's overly-simplistic view of falsifiability hasn't been a realistic part of science for a long time now. A better way of understanding this is "verification" instead of falsifiability. Consider a theory which has a free parameter that could be between 0 and 1. If this free parameter were in the range from 0-0.9, then there is no way to detect it. If the parameter is between 0.9-1, then it is possible to build an experiment that would detect it. This theory is not falsifiable in the strict Popperian sense, but that doesn't matter: we can still look for the theory in the parameter regime from 0.9-1. If that parameter regime happens to be accurate, we can then verify a detection through further checks down the road.
 
  • #33
Chalnoth said:
This goes under the heading of "einselection". You can find a decent amount of stuff with a search of the term.
..That's the thing einselection is still a construction bec there are no experimental evidence to verify that each space is real. The formula assumes by installing a version of real space(hamiltonian space) to each probability space or pointer.

H=∑p|p⟩⟨p|⊗H(p), where H(p)-- Hamiltonian space and P is the "pointer".
 
  • #34
julcab12 said:
..That's the thing einselection is still a construction bec there are no experimental evidence to verify that each space is real. The formula assumes by installing a version of real space(hamiltonian space) to each probability space or pointer.

H=∑p|p⟩⟨p|⊗H(p), where H(p)-- Hamiltonian space and P is the "pointer".
Why do you think the default assumption should be that they aren't real?
 
  • #35
Chalnoth said:
Why do you think the default assumption should be that they aren't real?
.. For me. I'm just cautious. My default is "i don't know or maybe". Nonetheless. I'm pretty sure that the extra parameter is indefinite/uncertain(for now)-- it can be a supplement to real space OR it can also be real(it is treated real anyways). Such a huge black swan..
 
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  • #36
If we found observational evidence of another 'universe', would it prove the multiverse hypothesis, or alter our perception of the universe? Current evidence suggests the universe has a dark sector. Does that qualify as a 'parallel' universe, or is it just another aspect of our universe? I would argue the goal of science is to define and explain the universe in terms of all possible observations. That which has no observational consequences is not science. As in much of science, semantics are a distraction and frequent source of confusion.
 
  • #37
Chronos said:
If we found observational evidence of another 'universe', would it prove the multiverse hypothesis, or alter our perception of the universe? Current evidence suggests the universe has a dark sector. Does that qualify as a 'parallel' universe, or is it just another aspect of our universe? I would argue the goal of science is to define and explain the universe in terms of all possible observations. That which has no observational consequences is not science. As in much of science, semantics are a distraction and frequent source of confusion.
Claiming that there are no observational consequences is just a lack of imagination.
 
  • #38
I agree, imagination is not required to do science.
 
  • #39
Chronos said:
I agree, imagination is not required to do science.
??

Imagination is central to science. It is incredibly important for coming up with new theories, and coming up with clever ways of testing them.
 
  • #40
Chronos said:
That it is possible to propose a test of the multiverse hypothesis is unrelated to the possibility may, in fact, be untestable. Furthermore, no such 'test' has yielded observational support. The above referenced paper, http://arxiv.org/abs/1012.1995, is no exception. In the abstract the authors note "... We conclude that the WMAP 7-year data do not warrant augmenting LCDM with bubble collisions... ". You need not concede a negative result constitutes falsification, but, you must at least be willing to concede the hypothesis may not be testable. For further discussion, see see Peter Woit's article

Woit is a known crackpot on this subject.

I said it elsewhere on Physics Forums, I don't do philosophy such as "falsification", I'm solely interested in science. What we want according to measurement theory is hypothesis testing (for observations and theories both).

I propose a hypothesis test, and the constraints go with the data into the test. It may be that some variants of the test isn't productive (we can't see bubble collisions because inflationary expansion happens to be too fast), but that is a problem of _that_ theory, not the theory with the parameters that are testable. If hypothesis testing can distinguish them based on used parameters (that go into the test constraints) they are different theories under testing.

That was the start of this thread, the question if multiverses are untestable under all conceivable circumstances using physics constraints. It is not (and neither is Woit's nemesis of string theory). And yes, I think I know what "conceivable" means, more than philosophers (and crackpots fancying philosopher's toys over scientist's tools) know what "theory" and "testing" means.
 
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