Can Zero Point Energy Explain the Cyclical Universe?

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The discussion centers on the distinction between the Ekroptic scenario and the cyclical universe in the context of spacetime and energy levels. The question raised concerns the certainty of continuity in spacetime, particularly when considering the concept of Zero Point Energy. The contributor argues that spacetime is discrete in local motion, suggesting that the symmetry of this motion complicates the determination of movement between two points. This perspective implies that both points could be in motion simultaneously, challenging traditional notions of motion. Overall, the conversation explores the implications of these ideas on our understanding of cosmology.
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I responded to Ulmo in the sci. Physics strings in regards to the Ekroptic scenario versus the cyclical universe.

I know this might be out of context of this thread but I saw it as a opportunity to place the question before you.

The idea is http://wc0.worldcrossing.com/WebX?14@212.FbJuciJNasF.20@.1ddf4ac3/2

What has come as somewhat as a problem to me, is how this distinction of continuity in this case might be spoken to with certainty (assuming energy levels are not discrete?), assuming a basis to the understanding of the cosmo in relation to Zero point Energy?

Hopefully I have found the right source, so that this might be spoken to from this perspective?

Regards
 
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In my study, spacetime is discrete in its local motion. The continuity of spacetime is the symmetry of this motion. That is to say between two spactime points, there is no experimental setup that can determine absolutely which one of the points is moving.
They could both be moving. The idea of motion can be described as follow: one point moves there and another point moves here as vacated by the previous point.
 

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