量子纠缠
度量(数据仓库)
二部图
多体纠缠
压扁的纠缠
单调多边形
同意
爱丽丝和鲍勃
计算机科学
量子力学
数学
物理
理论计算机科学
量子
数据挖掘
图形
几何学
作者
Gilad Gour,Robert W. Spekkens
标识
DOI:10.1103/physreva.73.062331
摘要
The entanglement of assistance quantifies the entanglement that can be generated between two parties, Alice and Bob, given assistance from a third party, Charlie, when the three share a tripartite state and where the assistance consists of Charlie initially performing a measurement on his share and communicating the result to Alice and Bob through a one-way classical channel. We argue that if this quantity is to be considered an operational measure of entanglement, then it must be understood to be a tripartite rather than a bipartite measure. We compare it with a distinct tripartite measure that quantifies the entanglement that can be generated between Alice and Bob when they are allowed to make use of a two-way classical channel with Charlie. We show that the latter quantity, which we call the entanglement of collaboration, can be greater than the entanglement of assistance. This demonstrates that the entanglement of assistance (considered as a tripartite measure of entanglement), and its multipartite generalizations such as the localizable entanglement, are not entanglement monotones, thereby undermining their operational significance.
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