Communication

J. Rau
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Abstract

This chapter introduces the notions of classical and quantum information and discusses simple protocols for their exchange. It defines the entropy as a quantitative measure of information, and investigates its mathematical properties and operational meaning. It discusses the extent to which classical information can be carried by a quantum system and derives a pertinent upper bound, the Holevo bound. One important application of quantum communication is the secure distribution of cryptographic keys; a pertinent protocol, the BB84 protocol, is discussed in detail. Moreover, the chapter explains two protocols where previously shared entanglement plays a key role, superdense coding and teleportation. These are employed to effectively double the classical information carrying capacity of a qubit, or to transmit a quantum state with classical bits, respectively. It is shown that both protocols are optimal.
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本章介绍了经典信息和量子信息的概念,并讨论了它们交换的简单协议。将熵定义为信息的一种定量度量,并探讨了熵的数学性质和运算意义。它讨论了量子系统可以携带经典信息的程度,并推导出一个相关的上界,即Holevo界。量子通信的一个重要应用是加密密钥的安全分发;详细讨论了相关的BB84协议。此外,本章还解释了两种协议,其中先前共享的纠缠起着关键作用,超密集编码和隐形传态。它们分别被用来有效地将量子比特的经典信息承载能力提高一倍,或者用经典比特传输量子态。结果表明,两种方案都是最优的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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