- #36
Ontoplankton
- 152
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It was some time ago when I read the paper, but IIRC their main claim is that you get an infinite universe with infinitely many Hubble-sized regions within every one (no longer inflating) bubble. Whether there are many such bubbles shouldn't matter. I encountered this through Tegmark's paper "Parallel Universes" (Tegmark seems to agree with Garriga and Vilenkin's claim that inflation generically leads to an infinite universe).
You've mentioned a counterexample, so it can't be true that this sort of eternal inflation happens in all kinds of inflation. But do you think there are many such counterexamples? Would it be right to say that most, but not all, types of inflation that are being seriously considered are like Garriga and Vilenkin descibe (with inflation that never ends, but not necessarily with more than one infinite bubble-universe)? Or would it be more correct to say that it applies only in one specific example of inflation?
Edit: I had already read your previous post; one thing you said was that of the two types of eternal inflation you mentioned, the one they mean is the first one. I suppose that is what I mean by eternal inflation, too, though I don't understand enough to mean anything exact. (This just for general clarification.)
You've mentioned a counterexample, so it can't be true that this sort of eternal inflation happens in all kinds of inflation. But do you think there are many such counterexamples? Would it be right to say that most, but not all, types of inflation that are being seriously considered are like Garriga and Vilenkin descibe (with inflation that never ends, but not necessarily with more than one infinite bubble-universe)? Or would it be more correct to say that it applies only in one specific example of inflation?
Edit: I had already read your previous post; one thing you said was that of the two types of eternal inflation you mentioned, the one they mean is the first one. I suppose that is what I mean by eternal inflation, too, though I don't understand enough to mean anything exact. (This just for general clarification.)
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