Despite being considered as the next frontier in computation, Quantum Computing is still in an early stage of development. Indeed, current commercial quantum computers suffer from some critical restraints, such as noisy processes and a limited amount of qubits, among others, that affect the performance of quantum algorithms. Despite these limitations, researchers have devoted much effort to propose different frameworks for efficiently using these Noisy Intermediate-Scale Quantum (NISQ) devices. One of these procedures is D'WAVE Systems' quantum-annealer, which can be use to solve optimization problems by translating them into an energy minimization problem. In this context, this work is focused on providing useful insights and information into the behaviour of the quantum-annealer when addressing real-world combinatorial optimization problems. Our main motivation with this study is to open some quantum computing frontiers to non-expert stakeholders. To this end, we perform an extensive experimentation, in the form of a parameter sensitive analysis. This experimentation has been conducted using the Traveling Salesman Problem as benchmarking problem, and adopting two QUBOs: state-of-the-art and a heuristically generated. Our analysis has been performed on a single 7-noded instance, and it is based on more than 200 different parameter configurations, comprising more than 3700 unitary runs and 7 million of quantum reads. Thanks to this study, findings related to the energy distribution and most appropriate parameter settings have been obtained. Finally, an additional study has been performed, aiming to determine the efficiency of the heuristically built QUBO in further TSP instances.
翻译:尽管在计算中被视为下一个前沿,但量子计算系统仍处于早期开发阶段。事实上,目前的商业量子计算机受到一些关键的限制,例如噪音过程和数量有限的量子计算法等,这些限制影响到量子算法的性能。尽管存在这些限制,研究人员仍大力提出不同的框架,以便有效地使用这些新颖中等量子计算(NISQ)设备。这些程序之一是D'WAVE系统量子计算器,它可以用来解决优化问题,将其转化为能源最小化的问题。在这方面,这项工作的重点是在解决现实世界组合优化问题时,为量子计算机的行为提供有用的见解和信息。尽管存在这些限制,研究人员还是作出了很大努力,为高效使用这些高量计算(NISQQ)设备提出了不同的框架。为此,我们进行了广泛的实验,以参数敏感分析的形式进行了广泛的实验。这个实验利用了“旅行销售系统”作为基准问题,并采用了两个QUBO:状态-艺术和超量级计算器在解决现实-世界组合问题时,对量子优化的行为进行了有用的洞察。我们进行的研究的主要动机是向非专家利益攸关方开放的三百万次数研究。