量子信息,纠缠和关系

T. Durt
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引用次数: 4

摘要

我们提出了在量子信息科学框架下产生的几个物理应用。在这种方法中,我们强调了一组幺正变换,即广义泡利或海森堡-魏尔群,以及一种称为纠缠的非经典性质所起的关键作用,纠缠似乎是量子信息论的基本成分。我们概述了纠缠和非定域性之间的联系,并讨论了纠缠和(人类)关系之间的类比。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
QUANTUM INFORMATION, ENTANGLEMENT AND RELATIONSHIPS
We present several physical applications that were generated in the framework of quantum information science. We emphasize the crucial role played, in this approach, by a group of unitary transformations, the generalized Pauli or Heisenberg–Weyl group, and by a non-classical property, called entanglement, which appears to be a basic ingredient in Quantum Information Theory. We sketch the links between entanglement and non-locality, and discuss an analogy between entanglement and (human) relationships.
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