String theory topoogy can change lead to experimentally testable predictions?

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SUMMARY

Witten asserts that one of the significant contributions of string theory is its implication that topology can change. However, the discussion raises critical questions regarding the lack of observational evidence for topology changes in physical reality, particularly from fields like astronomy or high-energy physics (HEP). The debate centers on whether the absence of empirical support for changing topology undermines string theory's validity. Additionally, the conversation explores the scientific method's role in deducing topology from observations, suggesting that topology should be viewed as a dynamic and emergent property rather than a fixed background structure.

PREREQUISITES
  • Understanding of string theory concepts, particularly as articulated by Witten.
  • Familiarity with topology in the context of theoretical physics.
  • Knowledge of the scientific method and its application in physics.
  • Basic principles of high-energy physics (HEP) and observational astronomy.
NEXT STEPS
  • Research the implications of topology in string theory and its experimental predictions.
  • Explore the relationship between topology and geometry in theoretical physics.
  • Investigate current observational evidence from astronomy that could support or refute topology changes.
  • Study the scientific method's application in deducing physical properties from empirical data.
USEFUL FOR

The discussion is beneficial for theoretical physicists, cosmologists, and researchers interested in the foundations of string theory and the implications of topology in physical models.

ensabah6
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Witten argues one of string theories great achievements is that it shows that topology can change.

Which is fine, but is there any observational evidence (i.e from astronomy or HEP) or any experimentally testable predictions on topology changing? Is there any physical evidence for topology changing? What if topology does not change in physical reality, but string theory says topology does change, does this mean string theory is wrong?
 
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I don't know what Witten said and I'm not into string theory, but that said I have a couple of spontaneous comments that though has nothing to do with strings.

1) That toplogoy can change, but wether it does is another story. As long as we don't know, why ban the possibility?

2) From the point of view of the scientific meothod, how does a scientist or even a general observer _inform himself_ and induce or deduce the topology in the first place? Shouldn't the topology somehow be emergent from processing the information collected from observation? In this perspective, I would expect topology to be dynamical and emergent from interactions with the environment. How did we come to the current conclusion about topology?

I don't think putting topology as background structure should be necessary. I see the topology as well as the geometry as art of the dynamical reference. But I also think that a sensible model should be able to provide a rating of the possible topologies. I think something is wrong if a space of possibilities is generated without a prior. I don't understand how that can happen because it would suggest that the option space is redundant - it contains no information, so it should collapse back to where it came from IMO.

/Fredrik
 

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