量子电子学报, 2014, 31 (6): 710, 网络出版: 2014-12-26
振幅阻尼信道下两量子比特的联合Kraus算子表示
Quantum Kraus operators of two qubits for amplitude damping
摘要
振幅阻尼噪声存在于大量具有能量损失的真实量子比特系统中。利用两原子和单模腔共振相互作用的普遍模型,推导出振幅阻尼信道下两量子比特系统的联合Kraus算子 表示。这为解决与量子信息处理相关的具体过程提供了有效方法,例如两量子比特纠缠分发和量子纠错。由于其普适性和计算的简便性,该方法还有助于解决很多实际的 物理问题。
Abstract
Amplitude damping noise exists in many practical qubit systems with the loss of energy. The presentation of quantum Kraus operators of two-qubit system in amplitude damping channel was derived by using a common model in which two atoms are interacting with a single mode cavity resonantly. It provides a method by which concrete progress can be made on problems related to quantum information processing, such as bi-particle entanglement distribution and quantum error correction. Owning to its generality and convenience, this means is helpful to deal with real physical problems.
杨青, 甄秀兰, 杨名, 曹卓良. 振幅阻尼信道下两量子比特的联合Kraus算子表示[J]. 量子电子学报, 2014, 31(6): 710. YANG Qing, ZHEN Xiu-lan, YANG Ming, CAO Zhuo-liang. Quantum Kraus operators of two qubits for amplitude damping[J]. Chinese Journal of Quantum Electronics, 2014, 31(6): 710.