Theory Of Quantum Error Correction For General Noise

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On a recent morning outside Google’s Los Angeles office, the 53-year-old computer scientist was lecturing me on how quantum mechanics—the physics of atoms.

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arXiv:quant-ph/9908066v1 19 Aug 1999 Theory of Quantum Error Correction for General Noise Emanuel Knill 1, Raymond Laflamme , and Lorenza Viola2 ∗

One of them is the fact that measurements on a quantum system are in general non-deterministic. with the aid of a quantum error correction protocol. This seemingly contradicts the foundations of quantum theory which explicitly.

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Knill E(1), Laflamme R, Viola L. Author information: (1)Los Alamos National Laboratory, MS B265, Los Alamos, New Mexico 87545, USA. A measure of quality of.

Unfortunately, it is known that UC multiparty computation (for general functionalities. e.g., due to underlying error correction protocols, their relevance to biological systems, wherein messages. Random samples are lossy.

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Theory of Quantum Error Correction for General Noise Emanuel Knill1 , Raymond Laflamme1 , and.

Apr 26, 1996. We develop a general theory of quantum error correction based on encoding states into larger Hilbert spaces subject to known interactions.

Google – For 30 years, researchers have pursued the universal quantum computer. “With error correction, our approach becomes a general-purpose algorithm that is, in principle, scalable to an arbitrarily large quantum computer,” says.

On Apr 1, 2000 Emanuel Knill (and others) published: Theory of Quantum Error Correction for General Noise

arXiv:quant-ph/9908066v1 19 Aug 1999. Theory of Quantum Error Correction for General Noise. Emanuel Knill1, Raymond Laflamme1, and Lorenza Viola2 ∗.

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tum error correction will be necessary to build reliable quantum computers. The theory of quantum error-correcting codes has some close ties to and some.

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