Re: Time travel in quantum computing

2020-07-30 Thread Lawrence Crowell
This looks interesting. There are relative time machines in QM, where one 
system may by virtue of its energy move faster or slower in time.

For a two-state system the string of binary outputs has Kolmogorov 
complexity 2^N. However, the quantum complexity is exp(2^N). for N = 4 the 
K-complexity is 15, but the quantum complexity is 8886110.52. This pertains 
to the possible phase structure that can exist. As a result much of the 
“butterfly effect” in QM or quantum chaos is in the phasor structure. 

With a black hole Alice can transform a set of states with an apparatus, so 
her EPR pair is transformed into a state to be transmitted. She sends these 
quantum states into her black hole and transmits this information to Bob 
who is facing a black hole entangled with Alice’s.  Bob then performs the 
operations according to Alice’s transmission and the states Alice sent in 
will appear in the quantum radiation of the BH. This is a form of 
teleportation via black hole. There is no reason why Alice might decide to 
transmit this information to Bob and wait a long time and send her EPR 
pairs into the BH long after Bob has received these instructions. Bob then 
quickly performs these operations and reconstructs Alice’s transmitted 
states long before, on his Hubble frame, before Alice transmitted them. 
Teleportation back in time is in principle possible with BHs.

The difference between the transmitted and received states are with the 
quantum phase, where the quantum complexity of Alice’s states are not 
constructible by Bob. The black hole as an Einstein-Rosen bridge is not 
traversable. A traversable black hole, which violates the Hawking-Penrose 
energy conditions, would allow for the duplication of a state. A 
traversable wormhole with one opening boosted to a near light speed frame 
and then back will have its clocks behind the first opening. Then 
transmitting a quantum state into the wormhole, means at an earlier time 
that state appears in the second opening so the experimenter for a time has 
a copy of the state. This is a process that is not unitary. This sort of 
problem does not happen with entangled black holes or ER bridges.

LC

On Thursday, July 30, 2020 at 6:02:43 AM UTC-5 cloud...@gmail.com wrote:

>
>
> https://newatlas.com/physics/quantum-time-travel-simulator-butterfly-effect/
>
>
> Recovery of Damaged Information and the Out-of-Time-Ordered Correlators
>
>
> https://arxiv.org/abs/2003.07267
>
> @philipthrift 
>

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Time travel in quantum computing

2020-07-30 Thread Philip Thrift



https://newatlas.com/physics/quantum-time-travel-simulator-butterfly-effect/


Recovery of Damaged Information and the Out-of-Time-Ordered Correlators


https://arxiv.org/abs/2003.07267



@philipthrift 

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