A question about expansion of the universe

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SUMMARY

The discussion centers on the implications of the universe's infinite expansion and its relationship to the multiverse theory. Participants explore the idea that if the universe expands indefinitely, it may lead to infinite possibilities occurring repeatedly. However, they clarify that infinite expansion does not equate to infinite outcomes. The conversation also touches on the limitations of the Big Bang theory and suggests that the mathematics involved may apply to both our universe and potential multiverses, with references to M. C. Escher's impossible figures as a metaphor for complex cosmic structures.

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  • Understanding of cosmological theories, specifically the Big Bang theory
  • Familiarity with multiverse concepts in theoretical physics
  • Basic knowledge of mathematical models in cosmology
  • Awareness of M. C. Escher's work and its implications in visualizing complex structures
NEXT STEPS
  • Research the implications of infinite expansion in cosmology
  • Study the mathematical frameworks used in multiverse theories
  • Explore the philosophical implications of infinite possibilities in physics
  • Examine M. C. Escher's art for insights into complex spatial relationships
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Astronomers, physicists, philosophers, and anyone interested in the complexities of the universe and multiverse theories.

Brasse94
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If the expansion of the universe is "never ending", will every possibility take place infinite times? (So if the theory is correct I would be posting this subject infinite times?)
 
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Edit, seems I didn't properly read you statement. An infinite expansion has nothing to do with infinite possible outcomes.

There's no way to be sure that the math is describing 'only' our known universe. It could be describing the multiverse, parallel universes, or even both, or something as yet unknown. However, an infinity of infinities makes some weird sense if the mutiverse folds back upon itself on the smallest scale (like a parabola) remaking the universe(s). Conditional, where size (space) is not relevant throughout the system.

However, the big bang has a few knocks. Possibly as many as four (we will see). You may need to consult M. C. Escher (impossible figures).
 

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