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Faster Schrödinger-style simulation of quantum circuits

机译:更快的Schrödinger式量子电路仿真

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Recent demonstrations of superconducting quantum computers by Google and IBM and trapped-ion computers from IonQ fueled new research in quantum algorithms, compilation into quantum circuits, and empirical algorithmics. While online access to quantum hardware remains too limited to meet the demand, simulating quantum circuits on conventional computers satisfies many needs. We advance Schrödinger-style simulation of quantum circuits that is useful standalone and as a building block in layered simulation algorithms, both cases are illustrated in our results. Our algorithmic contributions show how to simulate multiple quantum gates at once, how to avoid floating-point multiplies, how to best use data-level and thread-level parallelism as well as CPU cache, and how to leverage these optimizations by reordering circuit gates. While not described previously, these techniques implemented by us supported published high-performance distributed simulations up to 64 qubits. To show additional impact, we benchmark our simulator against Microsoft, IBM and Google simulators on hard circuits from Google.
机译:谷歌和IBM和IBM的超导量子计算机的最近演示以及来自IONQ的陷阱离子计算机在量子算法中推动了新的研究,编译成量子电路和经验算法。虽然在线访问量子硬件仍然过于有限,以满足需求,但是在传统计算机上模拟量子电路满足许多需求。我们推进了斯卡金斯式的量子电路模拟,这是有用的独立和作为层叠仿真算法的构建块,在我们的结果中示出了这两种情况。我们的算法贡献显示如何一次性模拟多量子门,如何避免浮点倍增,如何最好地使用数据级和线程并行性以及CPU缓存,以及如何通过重新排序电路门来利用这些优化。虽然之前未描述,但我们支持的这些技术支持发布的高性能分布式模拟,最多可达64个Qubits。要显示额外的影响,我们将我们的模拟器基准于谷歌的硬路上的Microsoft,IBM和Google模拟器。

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