Edit this please:

We have a theory, that might describe breaking the no communication theorem in quantum mechanics.

The question one must ask, "Is there Time Dilation due to volumes of Space Time that have a negative energy density?"


The second question, which also must be asked, which will be shown to relate to the first question, How does one describe Quantum Entanglement with Negative Energy Densities?


The answer to former question would be that Negative Energy Densities might cause repulsive gravity.
This dilates Time Space and slows down apparent time relative to and from a volume of time space with higher gravity or more amounts of mass in a given volume.

Please now refer to scientists and relevant theories.

Then edit this:

The speculation and answer to the second question, and the explanation of the relevance of the first question could all be summed up together:

Quantum Entanglement would open something like a traversible wormhole as negative energy is needed for wormholes and referenceing ER=EPR, Quantum entanglement is wormholes. And the bell state measurement is made by this more refined version of quantum entanglment, at the other side of the wormhole or in this case ths other particle and all of this is possible because the wave functions of the two particles are trully identifical or as identical as needed. Continuing, this is because, and here is the speculation, the repulsive gravity due to the negative energy density that causes a relational dilation between  expanding space or time slowing spacetime, and the other particles location would for example could be in low gravity space time or near a planets gravity well all such that relatively GO EINSTEIN, a limit is reached whereby mommentum is relatively 0 of one of the entangled particles, thus due to heisenbergs uncertainty princicple, you would known the position known very well, or maybe the entangled particles are in superposition of two spaces as negative energy also creates wormholes brings two spots in space time to over lap or be the same space time. furthermore the wave functions would be more similar or almost identical or maybe be identical.