论文标题

用PT对称的捕获量子量子置量实现开放系统中的量子速度极限

Realizing quantum speed limit in open system with a PT-symmetric trapped-ion qubit

论文作者

Lu, Pengfei, liu, Teng, Liu, Yang, Rao, Xinxin, Lao, Qifeng, Wu, Hao, Zhu, Feng, Luo, Le

论文摘要

在哈密顿操作下,量子量的演变时间是量子控制,量子信息处理和量子计算的关键问题之一。它在遗传系统中具有下限,该系统受到两个量子量状态之间的耦合的限制,同时提议在非炎症系统中,它可以使其变得更小,而不会违反时间能量不确定性原理。在这里,我们通过实验确认了单个耗散量子系统中的提案,并证明可以通过调谐非亚米特偶然时间对称性($ \ MATHCAL {P T} $ - SYMMETRIC)量子系统来控制量子从初始状态到任意状态的演变时间。它随着耗散强度的增加而降低,并且为量子速度极限(QSL)带来了更严格的结合。我们还发现,其逆转操作的演变时间随着耗散强度的增加而增加。这些发现为我们提供了一个良好的控制旋钮,以加速量子操作,并为快速和实用的量子计算铺平道路,为仅使用几个量子的解决复杂问题打开了大门。

Evolution time of a qubit under a Hamiltonian operation is one of the key issues in quantum control, quantum information processing and quantum computing. It has a lower bound in Hermitian system, which is limited by the coupling between two states of the qubit, while it is proposed that in a non-Hermitian system it can be made much smaller without violating the time-energy uncertainty principle. Here we have experimentally confirmed the proposal in a single dissipative qubit system and demonstrate that the evolution time of a qubit from an initial state to an arbitrary state can be controlled by tuning the dissipation intensity in a non-Hermitian Parity-Time-Symmetric ($\mathcal{P T}$-symmetric) quantum system. It decreases with increasing dissipation intensity and also gives a tighter bound for quantum speed limit (QSL). We also find that the evolution time of its reversal operation increases with the increasing dissipation intensity. These findings give us a well-controlled knob for speeding up the qubit operation, and pave the way towards fast and practical quantum computation, opening the door for solving sophisticated problems with only a few qubits.

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