Is FTL Communication Possible Through Quantum Entanglement?

In summary: The only thing that makes the interference pattern "real" is the post facto comparison of the two detectors. But that comparison is always done "classically".The only way the receiver could possibly know what the sender did, is if the sender tells them classically. To send information classically is to send it at or below c.[clarification needed]In summary, experiments using Bell's inequalities, quantum erasers, and entanglement as an information channel have only been possible through the use of coincidence counters, which prevent superluminal communication. The presence of noise does not seem to be the main factor preventing
  • #1
San K
911
1
Every experiment to date that has been used to calculate Bell's inequalities, performs a quantum eraser, or conduct any experiment utilizing quantum entanglement as an information channel has only been possible through the use of coincidence counters.[clarification needed] This unavoidably prevents superluminal communication since, even if a random or purposeful decision appears to be affecting events that have already transpired (as in the delayed choice quantum eraser), the signal from the past cannot be seen/decoded until the coincidence circuit has correlated both the past and future behavior. Thus the "signal" in the past is only visible after it is "sent" from the future, precluding quantum entanglement from being exploited for the purposes of faster-than-light communication or data time travel.

Does that mean if there were zero (or close to zero) "noise" ...faster than light (flt) transfer of information would be possible?

i.e. if the experiment was conducted in some dark & quite region of space-time...where only the entangled pairs were allowed strike the detectors (Ds and Dp)my first impression/conclusion is that:

1. the reason (i.e. flt is not possible due to noise) given above is somehow incorrect/incomplete

or

2. noise is some fundamental phenomena (tied to entanglement) that we don't fully understand yet

Assumption: the author assumes/believes FLT is not possible at all
 
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  • #2
Electromagnetic radiations are present throughout the Universe I doubt you'll find any place which is completely noise free.
 
  • #3
Hia Hasmut said:
Electromagnetic radiations are present throughout the Universe I doubt you'll find any place which is completely noise free.

ok...fine.

1. It does not need to be completely/100% noise free

2. however then our current understanding (and/or the above quote that i pasted) is saying:

well the information did arrive/travel FTL it's just that we cannot decode it

(i.e. we have to wait to compare both the photons, signal and idler)then we are saying...the EM radiation noise, not something fundamental, is preventing us from getting the information, otherwise the information did arrive FTL but needs to be decoded/filtered...

the reasoning does not sound robust/convincing

it's like saying the ball (with the information) did arrive FTL but its buried in the sand and to locate it in the sand will take time...and we need to compare with the other ball to determine its location
 
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  • #4
Cosidering the feasiblity of FTL communication (and not that of Ftl itself:-)),
then my friend what's the use if you can get information fast and not be able to use it.
from your post#1
"This unavoidably prevents superluminal communication since, even if a random or purposeful decision appears to be affecting events that have already transpired"
 
  • #5
San K said:
then we are saying...the EM radiation noise, not something fundamental, is preventing us from getting the information, otherwise the information did arrive FTL but needs to be decoded/filtered...

the reasoning does not sound robust/convincing

it's like saying the ball (with the information) did arrive FTL but its buried in the sand and to locate it in the sand will take time...and we need to compare with the other ball to determine its location

I think there is more than just noise that is preventing FTL. For one thing, I didn't think there was a way to even transmit information through entanglement. Is this incorrect? I thought everything was random.

Also, the coincidence counter is needed to determine which photons are entangled with which other photons. Without it all you get on one detector is just a stream of particles with random states or polarizations or whatnot. What meaning is there in that?
 
  • #6
I don't think that 'noise' is the issue here; the issue is that the only 'information' you can send is 'randomly determined information' (probably an oxymoron under the standard definitions of terms); meaning that it's useless for most practical types of communication.

Imagine you owned a pair of dice that have a remarkable property: they are 'quantum linked' so that if you throw them both at the same time , the total score of two dice always equals 7. Imagine you give your friend one of the dice, he takes it a million miles away, and you both throw them. Now: if your friend sees a 2 on his die, he will 'instantly' learn that your die must read 5. But that's not really helpful for communication-- since you couldn't choose the signal that was sent.

It's not a perfect analogy but perhaps it gets the flavor across... also, I'm new here, so someone correct me if I'm wrong :) .
 
  • #7
rgmcc said:
I don't think that 'noise' is the issue here; the issue is that the only 'information' you can send is 'randomly determined information' (probably an oxymoron under the standard definitions of terms); meaning that it's useless for most practical types of communication.

Imagine you owned a pair of dice that have a remarkable property: they are 'quantum linked' so that if you throw them both at the same time , the total score of two dice always equals 7. Imagine you give your friend one of the dice, he takes it a million miles away, and you both throw them. Now: if your friend sees a 2 on his die, he will 'instantly' learn that your die must read 5. But that's not really helpful for communication-- since you couldn't choose the signal that was sent.

It's not a perfect analogy but perhaps it gets the flavor across... also, I'm new here, so someone correct me if I'm wrong :) .


there is a way to get around the "randomly determined information", such as a DCQE experiment, where an eraser can be placed/removed at will to make it "purposeful determined information"

http://en.wikipedia.org/wiki/Delayed_choice_quantum_eraser
 
  • #8
I agree that the DCQE seems to suggest a workaround for "purposeful determined information": one thinks, maybe the sender can "choose to erase or not", and the receiver will be able to observe the sender's choice? (i.e. 'erasing the which-path information' causes an interference pattern to be observed) Is that what you meant?

However I believe it can't work that way since the receiver doesn't actually have any good way to tell if the interference pattern is present or not! The receiver does not see an interference pattern ever on their "own" detector. Rather, they only detect interference as a statistical correlation between their own results and the sender's results. And therefore to realize that pattern exists, you need to ask the sender what they saw on their detector. And the only way to ask them is with 'normal' slower-than-light communication!



I think that's what the article is saying, here:
"The total pattern of signal photons at the primary detector never shows interference, so it is not possible to deduce what will happen to the idler photons by observing the signal photons alone"
and
"the interference pattern can only be seen retroactively once the idler photons have already been detected and the experimenter has obtained information about them"
 
  • #9
rgmcc said:
I agree that the DCQE seems to suggest a workaround for "purposeful determined information": one thinks, maybe the sender can "choose to erase or not", and the receiver will be able to observe the sender's choice? (i.e. 'erasing the which-path information' causes an interference pattern to be observed) Is that what you meant?

However I believe it can't work that way since the receiver doesn't actually have any good way to tell if the interference pattern is present or not! The receiver does not see an interference pattern ever on their "own" detector. Rather, they only detect interference as a statistical correlation between their own results and the sender's results. And therefore to realize that pattern exists, you need to ask the sender what they saw on their detector. And the only way to ask them is with 'normal' slower-than-light communication!
I think that's what the article is saying, here:
"The total pattern of signal photons at the primary detector never shows interference, so it is not possible to deduce what will happen to the idler photons by observing the signal photons alone"
and
"the interference pattern can only be seen retroactively once the idler photons have already been detected and the experimenter has obtained information about them"

rgmcc - good answer. to validate it, and understand this better, again let's look at various scenarios/tweaks to the DCQE experiment.

lets go with the walborn experiment, the link is below for the setup see page 7

http://arxiv.org/PS_cache/quant-ph/pdf/0106/0106078v1.pdf

the answers are at the end of the paper however they I am looking for answers with the below assumption

assume a highly hypothetical/impractical case where there is zero electromagnetic radiations, i.e. no stray photons/electrons, radio waves etc i.e. only entangled pairs striking the detectors

scenario 1 (no QWPs, no polarizer):

Without QWP1, QWP2 for signal photon and without polarizer for idler photon

a) what pattern we would see before co-incidence count/pairing?
b) what pattern we would see after co-incidence count/pairing?

scenario 2 (no QWPs, but polarizer):

Without QWP1, QWP2 for signal photon and with polarizer for idler photon

a) what pattern we would see before co-incidence count?
b) what pattern we would see after co-incidence count?

scenario 3 (QWPs, but No polarizer):

Without QWP1, QWP2 for signal photon and NO polarizer for idler photon

a) what pattern we would see before co-incidence count/pairing?
b) what pattern we would see after co-incidence count/pairing?

scenario 4 (QWPs, and polarizer):

Without QWP1, QWP2 for signal photon and polarizer for idler photon

a) what pattern we would see before co-incidence count/pairing?
b) what pattern we would see after co-incidence count/pairing?
 
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  • #10
rgmcc said:
The receiver does not see an interference pattern ever on their "own" detector. Rather, they only detect interference as a statistical correlation between their own results and the sender's results. And therefore to realize that pattern exists, you need to ask the sender what they saw on their detector. And the only way to ask them is with 'normal' slower-than-light communication!

http://arxiv.org/PS_cache/quant-ph/pdf/0106/0106078v1.pdf

assume a highly hypothetical/unpractical case where there is zero electromagnetic radiations, i.e. no stray photons/electrons, radio waves etc i.e. only entangled pairs striking the detectors

would not the receiver see an interference pattern on their "own" detector?
 
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  • #11
Drakkith said:
I think there is more than just noise that is preventing FTL. For one thing, I didn't think there was a way to even transmit information through entanglement. Is this incorrect? I thought everything was random.

Also, the coincidence counter is needed to determine which photons are entangled with which other photons. Without it all you get on one detector is just a stream of particles with random states or polarizations or whatnot. What meaning is there in that?

Assumption 1: I assumed that the QWPs would allow only select polarization thus no random polarizations

Assumption 2: I assumed that the polarizer (eraser) would allow only select polarization thus no random polarizations

Are both assumptions wrong or only 2nd assumption wrong?

http://arxiv.org/PS_cache/quant-ph/pdf/0106/0106078v1.pdf
 
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1. What is FTL and how does it work?

FTL stands for Faster Than Light. It is a hypothetical concept in which an object or information travels faster than the speed of light. According to Einstein's theory of relativity, the speed of light is the maximum speed at which all matter and information in the universe can travel. Therefore, FTL is currently considered impossible, although there are ongoing theories and experiments exploring the possibility.

2. What is a coincidence counter?

A coincidence counter is a device used to detect and measure coincidences between two or more events. It typically consists of multiple detectors and a logic circuit that determines if the events occur simultaneously or within a specific time window. Coincidence counters are commonly used in particle physics experiments to identify rare events that may be of interest.

3. How are FTL and coincidence counters related?

FTL and coincidence counters are not directly related. FTL is a concept that is still being explored and has not been proven to exist, while coincidence counters are practical devices used in scientific experiments. However, some theories related to FTL, such as quantum entanglement, use coincidence counters to detect and measure correlations between particles that may be traveling faster than the speed of light.

4. Can coincidence counters be used to detect FTL particles?

Currently, coincidence counters are not capable of detecting FTL particles because they are not able to travel faster than the speed of light. However, some researchers are exploring the use of coincidence counters in experiments related to FTL, such as detecting and measuring quantum entanglement between particles.

5. What are the potential implications of FTL and coincidence counters in science?

If FTL were to be proven possible, it would have significant implications in our understanding of the universe and could potentially lead to new technologies for space travel and communication. Coincidence counters, on the other hand, are already widely used in various scientific fields to study rare events and phenomena. Further advancements in coincidence counters could lead to more precise measurements and potentially new discoveries in physics.

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