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Cavity Quantum Electrodynamics based Quantum Low-Density Parity-Check Encoders and Decoders

机译:基于腔量子电动力学的量子低密度奇偶校验编码器和解码器

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Quantum information processing (QIP) relies on delicate superposition states that are sensitive to interactions with environment. The quantum gates are imperfect and the use of quantum error correction coding (QECC) is essential to enable the fault-tolerant computing and to deal with quantum errors. The most critical gate, CNOT-gate, has been implemented as a probabilistic device by using integrated optics. CNOT-gates from linear optics provide only probabilistic outcomes and as such are not suitable for large-scale computation. In this paper, we show that arbitrary set of universal quantum gates and gates from Clifford group, needed in QECC, can be implemented based on cavity quantum electrodynamics (CQED). We further show that encoders/decoders for quantum LDPC codes can be implemented based on Hadamard and CNOT gates using CQED. Finally, we perform simulations and evaluate performance of several classes of quantum LDPC codes suitable for implementation in CQED technology.
机译:量子信息处理(QIP)依赖于对与环境相互作用敏感的精细叠加状态。量子门是不完善的,使用量子纠错编码(QECC)对于启用容错计算和处理量子错误至关重要。最关键的门CNOT门已通过使用集成光学器件实现为概率设备。线性光学的CNOT门仅提供概率结果,因此不适合大规模计算。在本文中,我们表明可以基于腔量子电动力学(CQED)来实现QECC所需的任意一组通用量子门和Clifford组的门。我们进一步证明,可以使用CQED基于Hadamard和CNOT门实现量子LDPC码的编码器/解码器。最后,我们进行仿真并评估适用于CQED技术的几类量子LDPC码的性能。

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