What Are Curled-Up Dimensions and Their Implications?

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Curled-up dimensions refer to spatial dimensions that are compactified to such a small scale that they become difficult to detect, akin to how a two-dimensional being might perceive a three-dimensional space. This concept is often illustrated using examples from classic video games, where moving off one edge of the screen leads to reappearing on the opposite side, suggesting a non-traditional geometry. The discussion highlights that while string theory proposes these curled dimensions, it lacks empirical evidence to support its claims, making it more of a mathematical philosophy than a confirmed scientific theory. Participants also explore the implications of living in such dimensions, including potential ways to detect them, such as observing the behavior of light beams in motion. Ultimately, the conversation raises questions about the nature of dimensions and their interactions, emphasizing the speculative nature of these ideas in theoretical physics.
  • #31
Hurkyl said:
Fortunately, things become simpler when the dimension is very tiny (e.g. if quarks can 'span' the entire dimension) -- you simply don't (directly) detect it at all!

Yes indeed, Hurkyl. But then it's hard to say what curled-up dimensions are "like" and, with the rest of folk beyond the standard model, one is left literally grasping at straws (or strings?), not having detected anything new lately!

Let's hope that the LHC soon turns up something new, if it doesn't blow us all to Hades.
 
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  • #32
Dcase said:
Curled-up dimensions have been discussed in papers ...and probably others... the ubiquity of helices...

Add:

7. It's very old and all relative: "..a geometrically straight, but eccentric (line) line parallel to the axis of a twisted (crystal lattice) is in fact a helical line in lattice coordinates" Phil.Mag. 34, 1105 (1958).
 

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