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Suekdccia
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- TL;DR Summary
- Are there any models or theories of "many worlds/histories" that consider a sum over all possible boundary conditions?
The Hawking-Hartle no boundary condition is well known. The authors considered a many worlds/histories model considering a sum over all compact euclidean metrics.
But are there any models or theories that consider a sum over all possible metrics or boundaries?
And finally, if all possible boundaries are considered, does it mean that the different worlds/histories considered in the model would be described by radically different fundamental laws of physics?
But are there any models or theories that consider a sum over all possible metrics or boundaries?
And finally, if all possible boundaries are considered, does it mean that the different worlds/histories considered in the model would be described by radically different fundamental laws of physics?