What Happens When You Go Through a Wormhole?

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Discussion Overview

The discussion centers on the nature of wormholes, particularly regarding their potential to connect different points in space and time. Participants explore theoretical implications, the relationship between wormholes and time travel, and the speculative nature of wormholes within the framework of General Relativity.

Discussion Character

  • Exploratory
  • Debate/contested
  • Technical explanation

Main Points Raised

  • One participant suggests that entering a wormhole could allow travel to a different time due to the concept of a "river of time," where the entry and exit points are at different temporal locations.
  • Another participant outlines three theoretical functions of wormholes: connecting two universes, connecting different regions of space, and connecting different times.
  • A participant emphasizes that wormholes are theoretical constructs in General Relativity, lacking solid evidence, and expresses skepticism about their ability to facilitate time travel into the past due to potential violations of causality.
  • A later reply reiterates the theoretical nature of wormholes and references geometric solutions related to the topic, suggesting a connection to established mathematical frameworks.

Areas of Agreement / Disagreement

Participants generally agree that wormholes are theoretical and speculative in nature. However, there is disagreement regarding their potential to allow time travel, with some expressing skepticism about this possibility while others entertain it as a theoretical concept.

Contextual Notes

The discussion highlights the speculative nature of wormholes and the lack of empirical evidence supporting their existence. There are also unresolved questions about the implications of time travel and causality related to wormholes.

altairz
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Hey

Have heard that if you go trough a wormhole, you go to another place in space. You will also go to another time in space.
Why is it that you go to another time, when you get to the other side of a wormhole?
Is it because when entering it, you will be in one place in the river of time, and when you get out you will be in another place in the river of time.

So let's say the place you enter the wormhole, is the present time, and the end of the wormhole is 1000 years in the past. The reason for this would be that the river of time, is the present time when you enter it, and when you get to the end of the wormhole, the present time will still be on the other end of the wormhole, while at the end where you are, you will enter another place in the river of time. Therfore, you will go to another time.

Is this how it works?
 
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I do not know the answer to your question, but wormholes can do one of three things:

-connect two universes together
-connect two different regions of space together
-connect two different times together (as well as universes or regions of space)
 
A wormhole is a purely theoretical artifact in General Relativity. There is no solid evidence of their existence. As Blackhole noted, a wormhole may, theoretically connect different regions of space, time, or both. Until we find one, it is pure speculation. I very seriously doubt any wormhole would permit time travel into the past of this universe. The consequences would violate causality. It is, however, conceivable they could connect to parallel universes.
 
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Chronos said:
A wormhole is a purely theoretical artifact in General Relativity. There is no solid evidence of their existence. As Blackhole noted, a wormhole may, theoretically connect different regions of space, time, or both. Until we find one, it is pure speculation. I very seriously doubt any wormhole would permit time travel into the past of this universe. The consequences would violate causality. It is, however, conceivable they could connect to parallel universes.

what chronos said was right, it's just theoretical not a practical one,where in the world people could travel to another space ,it's been theoritically proved it relates to goemetry,check out the solutions done by godel.
check this out
www.math.nyu.edu/~momin/stuff/grpaper.pdf
 

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