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Chinese Physics Letters

Teleportation of Mixture of Diagonal Bell States via Bound Entangled States

宋伟

Published Jan 1, 2007• 0 citations
OpenAlex

Abstract

我们为斜 Bellstates 的任意的混合的远距传物建议一个协议,隧道能与混合的纯最大地纠缠的 statesor 绑了的任何一个被构造,这被显示出纠缠的状态。我们也介绍协议认识到经由多粒子的斜贝尔状态的控制 teleportationof 混合混合了状态。我们的结果证明 boundentangled 状态也是在量通讯任务的重要、有用的资源。

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我们为斜 Bellstates 的任意的混合的远距传物建议一个协议,隧道能与混合的纯最大地纠缠的 statesor 绑了的任何一个被构造,这被显示出纠缠的状态。我们也介绍协议认识到经由多粒子的斜贝尔状态的控制 teleportationof 混合混合了状态。我们的结果证明 boundentangled 状态也是在量通讯任务的重要、有用的资源。
I present a four-party unlockable bound entangled state, that is, a four-party quantum state which cannot be written in a separable form and from which no pure entanglement can be distilled by local quantum operations and classical communication among the parties, and yet when any two of the parties come together in the same laboratory they can perform a measurement which enables the other two parties to create a pure maximally entangled state between them without coming together. This unlocking ability can be viewed in two ways, either as a determination of which Bell state is shared in the mixture or as a kind of quantum teleportation with cancellation of Pauli operators.
We investigate teleportation of bipartite pure entanglement through two equally noisy quantum channel states, namely, a mixture of Bell states. There is a particular mixed-state channel for which all pure entangled states in a known biorthogonal product basis remain entangled after this inexact teleportation, which occurs for the duration of the entanglement. The Werner state channel lacks both these features. The relation of these noisy channels to the violation of Bell's inequality and quantum two-entropy inequality is studied.