Understanding communication via QE - is filtering the only obstacle? to FTL

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The discussion centers on the feasibility of faster-than-light (FTL) communication through quantum entanglement and the challenges posed by noise filtering. It highlights that information cannot be transmitted FTL due to the necessity of classical channels for comparing entangled photons, which operate at or below light speed. The participants explore whether FTL communication could occur in an ideal noiseless environment and question the implications for causality and relativity. The consensus suggests that any form of information transfer inherently involves causality, making FTL communication fundamentally problematic. Ultimately, the conversation underscores the complexities of achieving FTL communication while adhering to the principles of relativity.
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Understanding communication via QE - is filtering the only obstacle? to FTL communication

FTL = faster than light

In a two-photon (i.e. entangled photons) double slit or similar experiments -

Information cannot be sent FTL because there are no patterns (mapping to which-way or no-which-way) on the screen yet.

to get the patterns we have to filter out noise etc

to filter out noise we have to compare/match both the photons via co-incidence counter.

to compare both the photons we need a classical channel which will of course work at or slower than the speed of lightQuestion 1:

If Alice and Bob were sitting in a relatively noiseless (i.e free from stray photons, enough to discern an interference pattern) environment, could they, in principle, communicate FTL?

Note: It may not be possible to have an environment that is free of stray photons. however for now let's ignore this fact.Question 2:

(how) Does FTL communication, involving massless/energy-less transmission method, violate relativity?

Note: Massless/energy-less information transfer might not be possible and this might be a fundamental, however for now we are ignoring this point.
 
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One of the assumptions of relativity is that there is a finite speed of causality. (which happens to be the speed of light) This assumption has it's basis in experiment.

If faster than light communication were possible, we'd either have to raise the speed of causality to this new speed, abandon causality, or throw out the speed limit and relativity along with it.
 
Reptillian said:
One of the assumptions of relativity is that there is a finite speed of causality. (which happens to be the speed of light) This assumption has it's basis in experiment.

If faster than light communication were possible, we'd either have to raise the speed of causality to this new speed, abandon causality, or throw out the speed limit and relativity along with it.

thanks, for the information, Reptillian.

I guess causality is not involved here because nothing is being caused, there is no involvement of mass-energy.

The question becomes: can information be transferred without cause and effect (i.e. without mass-energy)? I think the answer is no.
 
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San K said:
thanks, for the information, Reptillian.

I guess causality is not involved here because nothing is being caused, there is no involvement of mass-energy.

The question becomes: can information be transferred without cause and effect (i.e. without mass-energy)? I think the answer is no.

You're right, causality is related to information transfer, not just matter or energy transfer. I could send a signal to a robot on Mars and tell it to start digging a hole. My signal has caused the robot to act. Relativity says that I can't do that instantly, that the signal has to take time to propagate across a distance.
 
Time reversal invariant Hamiltonians must satisfy ##[H,\Theta]=0## where ##\Theta## is time reversal operator. However, in some texts (for example see Many-body Quantum Theory in Condensed Matter Physics an introduction, HENRIK BRUUS and KARSTEN FLENSBERG, Corrected version: 14 January 2016, section 7.1.4) the time reversal invariant condition is introduced as ##H=H^*##. How these two conditions are identical?

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