纠缠动物园II：物理学和认知学中的例子
Entanglement Zoo II: Examples in Physics and Cognition
摘要：
我们最近提出了一个通用的方案，使量子建模的不同类型的情况下，违反贝尔不等式。在本文中，我们指定该计划的两个概念的组合。我们提出了一个量子希尔伯特空间模型，其中除了预期的“组件概念之间的纠缠”或“状态纠缠”之外，还发生了“纠缠测量”。我们将这一结果推广到宏观的物理实体，“水的连接容器”，这最大限度地违反了贝尔不等式。我们启发的结构和概念之间的类比的认知和物理的情况下，这都是一个非本地的非边缘框建模在我们的分类的例子。
英文摘要：
We have recently presented a general scheme enabling quantum modeling of different types of situations that violate Bell's inequalities. In this paper, we specify this scheme for a combination of two concepts. We work out a quantum Hilbert space model where 'entangled measurements' occur in addition to the expected 'entanglement between the component concepts', or 'state entanglement'. We extend this result to a macroscopic physical entity, the 'connected vessels of water', which maximally violates Bell's inequalities. We enlighten the structural and conceptual analogies between the cognitive and physical situations which are both examples of a nonlocal non-marginal box modeling in our classification.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
