Quantum Copying: Encryption Beats the Ban ✎ express

Original: "Experimental demonstration that qubits can be cloned at will, if encrypted with a single-use decryption key"
arXiv:2602.10695 · 2026-02-11 · arXiv non-exclusive · independent analysis · 1 min
Quantum copies are possible if encrypted — even a noisy processor is no obstacle.

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A bread recipe written in disappearing ink: while you read, the original fades. That's how qubits behave — any measurement changes them irrevocably. Copying them is forbidden by the 1982 theorem (William Wootters, Wojciech Zurek): a qubit contains entropy — unknown information that can't simply be doubled. But you can create two encrypted copies with a single key. Once you open one, you can no longer read the other. The information is intact, but locked away, like dark matter — we know it's there, but don't see it. IBM tested the method on a processor with Standard Model. Noisy copies remained accurate; entanglement was preserved. Noise — the bane of quantum computing — is powerless here. A fascinating twist: without encryption, such copying would allow sending signals into the past, breaking causality. Encryption restores order, offering a key to noise-tolerant quantum memory. The bottom line: the ban is not on copying, but on reading the extra copy.

Until 1982, physicists only suspected the no-cloning theorem. If unencrypted copying were possible, signals would travel speed of light — directly violating relativity.

Scientists
Daniel GottesmanDavid DiVincenzoGilles BrassardIgnacio CiracJohn PreskillPeter Zoller
Concepts
no-cloning theorem encryption qubit noise reduction fault tolerant quantum computer noise resistant qubit fidelity error propagation memory scaling stabilizer code secure communication transmon complexity classical computer error suppression hybrid algorithm memory cell semiconductor qubits strontium quantum key distribution