Is the Universe Truly Infinite?

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SUMMARY

The discussion centers on the concept of whether the universe can transition from a finite state to an infinite one. Participants assert that according to current cosmological models, a finite universe cannot become infinite. They emphasize that while the observable universe is finite, it may originate from an infinite universe. The conversation references Alan Guth's theories, particularly regarding the distortion of space-time within a finite bubble that can model infinite characteristics, but ultimately concludes that these are coordinate effects rather than evidence of a physical transition from finite to infinite.

PREREQUISITES
  • Understanding of cosmological models and theories, particularly those related to the universe's expansion.
  • Familiarity with concepts of observable universe versus the entirety of the universe.
  • Knowledge of space-time distortion and its implications in cosmology.
  • Basic grasp of coordinate transformations in physics, especially in relation to special relativity.
NEXT STEPS
  • Research Alan Guth's inflationary universe theory and its implications on the universe's structure.
  • Explore the concept of observable universe versus the entire universe in cosmology.
  • Study the effects of space-time distortion in finite versus infinite models of the universe.
  • Investigate coordinate transformations in physics, particularly in the context of general relativity.
USEFUL FOR

Astronomers, physicists, cosmologists, and anyone interested in the fundamental nature of the universe and its expansion properties.

outremer
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If the universe is infinite and if it started out of a finite singularity, how did it make this step ? From finite to infinite ? This looks a hard thing to do ?
 
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The universe must have done some math tricks when you weren't watching.
 
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outremer said:
If the universe is infinite and if it started out of a finite singularity, how did it make this step ? From finite to infinite ? This looks a hard thing to do ?
It's assumed that if it is infinite then it was always infinite. In any case, it was never a single point.
 
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outremer said:
If the universe is infinite and if it started out of a finite singularity,
It didn’t. At least not according to current cosmological models.
 
outremer said:
If the universe is infinite and if it started out of a finite singularity, how did it make this step ? From finite to infinite ? This looks a hard thing to do ?

A finite universe will not become infinite. If it's infinite in the past it will always be infinite.
 
PeroK said:
It's assumed that if it is infinite then it was always infinite. In any case, it was never a single point.
Careful here, our Observable universe is finite. It can originate from a portion of an infinite universe. We can't forget the universe is far larger than our Observable universe.
 
Mordred said:
Careful here, our Observable universe is finite. It can originate from a portion of an infinite universe. We can't forget the universe is far larger than our Observable universe.
I'll make cerrtain never to do that.

There is a way to get from finite to infinite. Increase size by X percent in a second. Do it again in a half second. Again in a quarter second. Etc. This however seems nonphysical.
 
Hornbein said:
There is a way to get from finite to infinite. Increase size by X percent in a second. Do it again in a half second. Again in a quarter second. Etc. This however seems nonphysical.
Indeed. This is perhaps true in math, but there's no evidence that this is possible in the physical universe.
 
Mordred said:
A finite universe will not become infinite.
However, I seem to understand that in this video Alan Guth is implying that there is a way in which a finite universe can become infinite.
 
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Jaime Rudas said:
However, I seem to understand that in this video Alan Guth is implying that there is a way in which a finite universe can become infinite.
The words I heard him use at about 2:10 were "begins in a very small region which we can model as a point".

That is not an argument that something finite can become infinite.

We model the tip of a pencil as a point. That does not make it one.
 
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  • #11
jbriggs444 said:
The words I heard him use at about 2:10 were "begins in a very small region which we can model as a point".

That is not an argument that something finite can become infinite.

We model the tip of a pencil as a point. That does not make it one.
In large-scale cosmology, a galaxy or even a galaxy cluster can be modeled as a point!
 
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  • #12
This has been enough attention to the "drive-by," yes?
 
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jbriggs444 said:
The words I heard him use at about 2:10 were "begins in a very small region which we can model as a point".

That is not an argument that something finite can become infinite.

We model the tip of a pencil as a point. That does not make it one.
Yes, but at 2:50 he says: "[...] at any given time the bubble is finite [...] the space-time is tremendously distorted inside this bubble compared to what looked like outside and inside the bubble you really have what is equivalent to this infinite model of the universe that we talked about earlier, this open model [...]"
 
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  • #14
Jaime Rudas said:
Yes, but at 2:50 he says: "[...] at any given time the bubble is finite [...] The space-time is tremendously distorted inside this bubble compared to what looked like outside and inside the bubble you really have what is equivalent to this infinite model of the universe that we talked about earlier, this open model [...]"
This is an issue of a coordinate transformation and what you call "time", which defines the simultaneities inside the bubble. In the same sense you could say that the light cone of an event in special relativity is spatially infinite because if you go to Milne coordinates then the spatial hypersurfaces of constant Milne time become infinite. Would most people conclude that the light cones are spatially infinite? I would not think so.

Bottom line is that these are coordinate effects. Whether or not "space" is infinite may generally depend on your choice of coordinates.
 
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