论文标题
耐强型真实型 - false小工具的扩展，以获得不可区分的性能
Extensions of Hardy-type true-implies-false gadgets to classically obtain indistinguishability
论文作者
论文摘要
用量子逻辑术语，可以统一地呈现和扩展强壮的参数，并扩展为相互缠绕的上下文及其可观察到的集合。如果经典地解释这些结构是图形理论的“小工具”，可以在相应的预选和选择的可观察到的终端点上强制实施相关性。该方法允许对其他类型的关系特性的概括和扩展，特别是预测量子机械不同可观察物的经典相等性的新型联合性质。它还有助于找到量子可观察的忠实正交表示。
In quantum logical terms, Hardy-type arguments can be uniformly presented and extended as collections of intertwined contexts and their observables. If interpreted classically those structures serve as graph-theoretic "gadgets" that enforce correlations on the respective preselected and postselected observable terminal points. The method allows the generalization and extension to other types of relational properties, in particular, to novel joint properties predicting classical equality of quantum mechanically distinct observables. It also facilitates finding faithful orthogonal representations of quantum observables.
