Can We Influence the Spin of Entangled Photons?

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SUMMARY

The discussion centers on the impossibility of influencing the spin of entangled photons, specifically whether one can increase the probability of photon A exhibiting a particular spin when measured. The example involves entangled photons A and B, created through a BBO crystal, and highlights that any attempt to manipulate photon A's spin would collapse the entanglement. It is established that altering the probabilities of photon A's spin is not feasible, as confirmed by Eberhard's theorem, which asserts that quantum field theory prohibits faster-than-light information transmission via entanglement.

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  • Familiarity with photon behavior and measurement techniques
  • Knowledge of Eberhard's theorem and its implications in quantum mechanics
  • Basic concepts of quantum field theory
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San K
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Is it possible to force one of the entanglement "twins" to have a particular spin? or at the least increase the probability of a photon having a particular spin?

Let me illustrate with an example:

Photon A and B are an entangled pair of photons (created by striking photon C on say a BBO crystal etc).

Alice is given photon A and Bob photon B.

is there a way in which we can increase the probability (from 50% to say 60%) of Alice's photon showing spin of +? (of course the entanglement would collapse as soon as interact with A)

Simply put: even if we have just one photon (assume no entanglement) can we influence it in such a way that when we measure we get spin (+)?

if we could do that, then information could be transmitted via the (supposed/hypothetical) "phenomena" of entanglement because photon B now can be used to "read" what was done t photon A.
 
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No, it's not possible to change the probabilities in this way, and in fact there's a general proof that the laws of quantum field theory forbid us from using entanglement to transmit information faster than light, this proof is known as Eberhard's theorem (some other links about it can be found in [post=2068964]this post[/post]).
 

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