I wonder if there are any theorems between changing curvature of some overall manifold and the equivalence of this to the creation of submanifolds.(adsbygoogle = window.adsbygoogle || []).push({});

It seems to me that this would be the missing link between the expanding universe of GR and the particles of String Theory. Perhaps this is also a type of symmetry breaking process.

Any comments or observations out there?

Thanks.

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# Theorem between Curvature and submanifolds

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