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## Main Question or Discussion Point

I wonder if there are any theorems between changing curvature of some overall manifold and the equivalence of this to the creation of submanifolds.

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.

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.