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I happened to learn that encryption by quantum cryptography would be impossible to break as it's state changes the instant of an eavesdropping event(by non-quantum systems) occurs. But I'm not sure if it's still held in the case of the eavesdropper using a quantum computer(not sure how that works either) as well. Couldn't find the answer on Google so felt the community could shed some light on this.

fgrieu
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Allen
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  • it seems the question I'm asking maybe pointless as quantum computers are computers capable of factoring large numbers efficiently. So I guess quantum cryptography is unbreakable after all...or is it? – Allen Sep 10 '18 at 16:46
  • Quantum computers use quantum physics to accelerate certain calculations like factoring. Quantum cryptography uses quantum physics to create a channel to transmit information in such a way that eavesdropping causes the information to change which then can be detected. – j.p. Sep 11 '18 at 06:02

1 Answers1

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I happened to learn that encryption by quantum cryptography would be impossible to break as it's state changes the instant an eavesdropping event (by non-quantum systems) occurs.

Actually, the QKD system doesn't assume that the eavesdropper is nonquantum; he is allowed to attempt to generate an entangled state with the qubit being transmitted. However, even the act of generating such an entangled state would alter the received bit (with a probability that is bounded away from zero), hence any such eavesdropper is detectable, even if the eavesdropper is allowed a quantum computer.

[Insert standard skepticism about whether QKD is a practical system, compared to the alternatives]

poncho
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