On today's noisy imperfect quantum devices, execution fidelity tends to collapse dramatically for most applications beyond a handful of qubits. It is therefore imperative to employ novel techniques that can boost quantum fidelity in new ways. This paper aims to boost quantum fidelity with Clifford canary circuits by proposing Quancorde: Quantum Canary Ordered Diverse Ensembles, a fundamentally new approach to identifying the correct outcomes of extremely low-fidelity quantum applications. It is based on the key idea of diversity in quantum devices - variations in noise sources, make each (portion of a) device unique, and therefore, their impact on an application's fidelity, also unique. Quancorde utilizes Clifford canary circuits (which are classically simulable, but also resemble the target application structure and thus suffer similar structural noise impact) to order a diverse ensemble of devices or qubits/mappings approximately along the direction of increasing fidelity of the target application. Quancorde then estimates the correlation of the ensemble-wide probabilities of each output string of the application, with the canary ensemble ordering, and uses this correlation to weight the application's noisy probability distribution. The correct application outcomes are expected to have higher correlation with the canary ensemble order, and thus their probabilities are boosted in this process. Doing so, Quancorde improves the fidelity of evaluated quantum applications by a mean of 8.9x/4.2x (wrt. different baselines) and up to a maximum of 34x.
翻译:在今天的杂乱不全的量子装置上, 执行的忠诚性往往会急剧崩溃, 多数应用中除了少数的qubits之外, 还会急剧崩溃。 因此, 必须使用新的技术, 能够以新的方式提高量子的忠诚性。 此文件的目的是通过 Quacorde: 量子卡纳里有秩序的多样化组合, 这是一种全新的方法, 用以确定极低纤维度量子应用的正确结果。 它基于量子装置多样性的关键理念 - 噪音源的变化, 使每个( a) 装置的独特性, 因此, 它们对于应用中的量子的忠诚性也具有独特性。 量子科利用克里福德运河电路来提高量的忠诚性( 典型的模拟性, 但也类似于目标应用的结构性影响), 设备或量子量子/ 量子应用的正确性结果与目标应用中日益精确性的方向大致相近。 量子评估后, 最高性评估 最高性值应用的精度与最高性值的准确性应用的相对性关系 。 水平, 水平的精确性应用, 与每值的概率值的概率值的稳定性, 直值的稳定性, 直值的稳定性, 与每值的比值的稳定性, 。