量子电路中的故障和测试

J. Hayes
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引用次数: 1

摘要

量子计算是最近发展起来的一种信息处理方法,它基于量子力学而不是经典物理学。信息由量子比特表示,量子比特对应于微观状态,如光子偏振。多达2n个n位的单词可以同时存储在n个量子位中,这意味着一种大规模的并行性。量子相互作用的强大形式,如干涉和纠缠,在经典计算机科学中没有对应的存在。一些重要而棘手的问题,如大数的质因数分解,可以用量子方法有效地解决。然而,在实践中,量子计算设备和电路的设计和制造是极其困难的,因为它们的尺寸是纳米级的,并且在非常低的能量水平上运行。因此,它们比经典(非量子)电路有更多的失效模式。例如,量子信号状态本质上是不稳定的,并且由于与环境的相互作用(退相干)而倾向于迅速衰减。量子门操作由连续参数定义,允许出现小误差并传播到其他门。此外,状态测量是概率性的,测量过程本身会影响被测量的状态。本讲座将回顾量子电路的历史和发展,重点介绍其失效模式和测试要求。我们将看到量子电路对于经典故障是高度可测试的。然而,它们也受到各种复杂的、非经典的破坏模式的影响,这些破坏模式仍然没有得到很好的理解。本文还将回顾一些专门为量子电路开发的纠错和恢复方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Faults and Tests in Quantum Circuits
Quantum computing is a recently developed approach to information processing, which is based on quantum mechanics rather than classical physics. Information is represented by quantum bits (qubits) that correspond to microscopic states such as photon polarization. Up to 2n n-bit words can be stored simultaneously in n qubits, implying a type of massive parallelism. Powerful forms of quantum interaction such as interference and entanglement exist which have no counterparts in classical computer science. Some important and hitherto intractable problems such as prime factorization of large numbers can be solved efficiently using quantum methods. In practice, however, quantum computing devices and circuits are extremely difficult to design and build, since they are nanoscale in size and operate at very low energy levels. Consequently, they have many more failure modes than classical (non-quantum) circuits. For example, quantum signal states are inherently unstable and tend to decay rapidly due to interaction with the environment (decoherence). Quantum gate operations are defined by continuous parameters that allow small errors to arise and propagate to other gates. Furthermore, state measurement is probabilistic and the measurement process itself affects the state being measured. This talk will review the history and development of quantum circuits, with emphasis on their failure modes and testing requirements. It will be seen that quantum circuits are highly testable for classical faults. However, they are also subject to various complex, nonclassical failure modes, which are still not well understood. Some methods for error correction and recovery that have been developed specifically for quantum circuits will also be reviewed.
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