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Near term implementation of Shor's Algorithm using Qiskit

机译:QUS算法近期实现Qoiskit

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Although the fundamental principles of quantum computing have been known for decades, it is only within the past few years that practical quantum computers have become available. Since these systems are limited to a small number of qubits, they cannot demonstrate quantum advantage for many practical problems. Accordingly, there has been an effort to develop near term implementations of algorithms purely for research and education. In this paper, we discuss a near term implementation of Shor's Algorithm using the Qiskit language on an IBM Q System One quantum computer. We extend currently available documentation by providing a full circuit diagram for Shor's Algorithm including gates specific to the implementation using Qiskit. We present an implementation capable of factoring small two-digit prime numbers, and discuss the limitations of noise when using real quantum computers vs. simulations.
机译:虽然数十年来的量子计算的基本原则已知,但它只在过去几年内实现了实用量子计算机的可用。由于这些系统仅限于少数Qubits,因此它们不能在许多实际问题中展示量子优势。因此,纯粹努力开发纯粹用于研究和教育的算法的近期实现。在本文中,我们讨论了使用IBM Q系统一个量子计算机上的Qiskit语言讨论Shor算法的近期实现。我们通过为SHOS算法提供全电路图,包括使用Qiskit所特定于实现的门的全电路图扩展了可用的文档。我们介绍了一种能够考虑小的两位数素数的实现,并在使用真实量子计算机与仿真时讨论噪声的局限性。

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