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Quantum Zero-Error Capacity and HSW Capacity
AIP Conference Proceedings, 2004We give in this paper a formal proof that the zero‐error capacity of a noisy quantum channel is less than or equal to the Holevo‐Schumacher‐Westmoreland capacity.
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2011
We discuss in this chapter the following topics in quantum information: (1) the channel capacity for quantum communication processes by applying the quantum mutual entropy introduced in Chap. 7, (2) formulations of quantum analogues of McMillan’s theorem and coding type theorem for entanglement transmission.
Masanori Ohya, Igor Volovich
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We discuss in this chapter the following topics in quantum information: (1) the channel capacity for quantum communication processes by applying the quantum mutual entropy introduced in Chap. 7, (2) formulations of quantum analogues of McMillan’s theorem and coding type theorem for entanglement transmission.
Masanori Ohya, Igor Volovich
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Quantum guidelines for solid-state spin defects
Nature Reviews Materials, 2021Gary Wolfowicz +2 more
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Weyl, Dirac and high-fold chiral fermions in topological quantum matter
Nature Reviews Materials, 2021M Zahid Hasan +2 more
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2006
The pure quantum entanglement is generalized to the case of mixed compoundstates to include the classical-quantum encoding as a particular case. The mutual information of the entangled states leads to a different type of entropy which doubles the von Neumann entropy for a given state and is the true quantum entropy.
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The pure quantum entanglement is generalized to the case of mixed compoundstates to include the classical-quantum encoding as a particular case. The mutual information of the entangled states leads to a different type of entropy which doubles the von Neumann entropy for a given state and is the true quantum entropy.
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Materials challenges for trapped-ion quantum computers
Nature Reviews Materials, 2021Kenneth R Brown +2 more
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InP colloidal quantum dots for visible and near-infrared photonics
Nature Reviews Materials, 2023Guilherme Almeida
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The germanium quantum information route
Nature Reviews Materials, 2020Giordano Scappucci +2 more
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Note on quantum capacity in quantum amplifier channel
Nonlinear Analysis: Theory, Methods & Applications, 2001Furuichi, Shigeru, Oshima, Kunio
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Emerging ultrafast techniques for studying quantum materials
Nature Reviews Materials, 2023Alfred Zong, Michael Zürch
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