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Zero-error capacity of quantum channels and noiseless subsystems

机译:量子通道的零误差容量和无噪声子系统

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This paper investigates connections between the theory of quantum noiseless subsystems and the zero-error capacity of quantum channels. In particular, we show that if we have a noiseless subsystem state ρ supported by a projector Ρ, then any quantum state with components in the subspace Ρ~⊥ is adjacent to ρ. This result has some interesting implications for the quantum states of the optimum (S, P) for which the zero-error capacity is reached.
机译:本文调查了量子无噪声子系统理论与量子通道零误差容量之间的连接。特别是,我们表明,如果我们有一个由投影仪ρ支持的无噪声子系统状态ρ,那么与子空间ρ〜⊥中的组件的任何量子状态都与ρ相邻。该结果对达到零误差容量的最佳最佳(S,P)的量子状态具有一些有趣的影响。

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