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- Quantum_capacity abstract "In the theory of quantum communication, the quantum capacity is the highest rate at which quantum information can be communicated over many independent uses of a noisy quantum channel from a sender to a receiver. It is also equal to the highest rate at which entanglement can be generated over the channel, and forward classical communication cannot improve it. The quantum capacity theorem is important for the theory of quantum error correction, and more broadly for the theory of quantum computation. The theorem giving a lower bound on the quantum capacity of any channel is colloquially known as the LSD theorem, after the authors Lloyd, Shor, and Devetak who proved it with increasing standards of rigor.".
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- Quantum_capacity wikiPageID "31477756".
- Quantum_capacity wikiPageRevisionID "540084134".
- Quantum_capacity hasPhotoCollection Quantum_capacity.
- Quantum_capacity subject Category:Classes_of_computers.
- Quantum_capacity subject Category:Computational_complexity_theory.
- Quantum_capacity subject Category:Information_theory.
- Quantum_capacity subject Category:Models_of_computation.
- Quantum_capacity subject Category:Quantum_cryptography.
- Quantum_capacity subject Category:Quantum_information_science.
- Quantum_capacity subject Category:Quantum_information_theory.
- Quantum_capacity subject Category:Theoretical_computer_science.
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- Quantum_capacity comment "In the theory of quantum communication, the quantum capacity is the highest rate at which quantum information can be communicated over many independent uses of a noisy quantum channel from a sender to a receiver. It is also equal to the highest rate at which entanglement can be generated over the channel, and forward classical communication cannot improve it.".
- Quantum_capacity label "Quantum capacity".
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- Quantum_capacity wasDerivedFrom Quantum_capacity?oldid=540084134.
- Quantum_capacity isPrimaryTopicOf Quantum_capacity.