Using entanglement to communicate faster than light

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Sent to many including great friend Lov Grover.

It is known that entanglement is at least 10000 times faster than vacuum light! Bell violation extends over 12 hours!

Every one says my goals not possible.



The intuition is as follows -


0. The problem is that once you modify by read or write, entanglement is lost

1. All changes due to relative velocities of source with destination and the estimation steps are straight forward. If used on ON-EARTH, EARTH-MARS AND EARTH-MOON - LINKS ARE MUCH SIMPLER being an astronomical problem. We assume single entanglement of, say spin, in what follows.

2. There are at least 3 entangled particles A & B & C per bit sent with values known at sender and receiver. Unread particles may be duplicated preserving entanglement in some cases. Some how initial entangled pair of atoms/photons are transported (under light-speed shipping) Then the entangled particles are locally duplicated so that handling losses are limited to sacrifices of three copies per bit.

3. One bit can be obtained from the 1st particle A. The experiment to determine its value destroys the local entanglement partner but value same at sender and receiver. It is either right or wrong wrt (with respect to) bit to be sent.

4. We never encode the value! Instead we encode whether the value of the first particle is right or not wrt the bit to be sent! If right, B is sent next.  If not, second is C and is sent.

5. This process will require many light steps. But we can simultaneously send many bits, making the average faster than light speed per bit. In fact, an image of 100,000 or more is collected and sent at once.

6. The 0, 1 values are replaced by recognition of which particle was sent done by value in second bit, obtained by experiment, hence destroys entanglement but of a copy.

7. The problem has been attempted many times by very smart people, so could be wrong. Why, I need to know!

8. Only experiments on local entangled copies need to be done, so the globally entangled bits can be reused. In fact, the only need for A arises to get its entangled instantaneous value, determines B and C values. That may be some random value. As many entangled bits per image, times 3, is what this proposal needs.

9. What is different? Rather than read or write, we use only relational expression!

10. Standard error-correction and boosting machinery can be used for entanglement death. Periodic under-light-speed update is necessary to refresh of dead particles beyond particles kept in storage.