ManQala:量子态工程的游戏策略

IF 4.2 Q2 QUANTUM SCIENCE & TECHNOLOGY
Onur Danaci, Wenlei Zhang, R. Coleman, W. Djakam, Michaela Amoo, R. Glasser, B. Kirby, Moussa N'Gom, T. Searles
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引用次数: 0

摘要

通过量子工程制备特定目标态系统的能力对于实现第二次量子革命所承诺的新技术至关重要。在这里,我们将高维希尔伯特空间中状态准备的基本问题重新定义为ManQala,这是一个受西非播种游戏mancala启发的量子游戏。在《solitaire mancala》中,嵌套的最近邻排列和行动将游戏棋盘的状态演变为目标配置,ManQala是一种预处理方法,用于在量子控制问题中确定地安排粒子。一旦使用ManQala完成预处理,就可以应用现有的量子控制方法,但现在减少了搜索空间。我们发现manqala类型的策略在最终状态方差方面匹配或优于竞争方法,即使在我们期望最小优势的小规模量子态工程问题中,因为搜索空间的相对减少是最小的。这些结果表明,ManQala为设计与量子技术相关的控制协议提供了丰富的平台。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ManQala: Game-inspired strategies for quantum state engineering
The ability to prepare systems in specific target states through quantum engineering is essential for realizing the new technologies promised by a second quantum revolution. Here, we recast the fundamental problem of state preparation in high-dimensional Hilbert spaces as ManQala, a quantum game inspired by the West African sowing game mancala. Motivated by optimal gameplay in solitaire mancala, where nested nearest-neighbor permutations and actions evolve the state of the game board to its target configuration, ManQala acts as a pre-processing approach for deterministically arranging particles in a quantum control problem. Once pre-processing with ManQala is complete, existing quantum control methods are applied, but now with a reduced search space. We find that ManQala-type strategies match, or outperform, competing approaches in terms of final state variance even in small-scale quantum state engineering problems where we expect the slightest advantage, since the relative reduction in search space is the least. These results suggest that ManQala provides a rich platform for designing control protocols relevant to quantum technologies.
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CiteScore
9.90
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