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Time reversal and charge conjugation in an embedding quantum simulator

机译:嵌入式量子模拟器中的时间反转和电荷共轭

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摘要

A quantum simulator is an important device that may soon outperform current classical computations. A basic arithmetic operation, the complex conjugate, however, is considered to be impossible to be implemented in such a quantum system due to the linear character of quantum mechanics. Here, we present the experimental quantum simulation of such an unphysical operation beyond the regime of unitary and dissipative evolutions through the embedding of a quantum dynamics in the electronic multilevels of a 171Yb+ ion. We perform time reversal and charge conjugation, which are paradigmatic examples of antiunitary symmetry operators, in the evolution of a Majorana equation without the tomographic knowledge of the evolving state. Thus, these operations can be applied regardless of the system size. Our approach offers the possibility to add unphysical operations to the toolbox of quantum simulation, and provides a route to efficiently compute otherwise intractable quantities, such as entanglement monotones.
机译:量子模拟器是一种重要的设备,可能很快会超越当前的经典计算。然而,由于量子力学的线性特性,认为基本算术运算,即复共轭,不可能在这样的量子系统中实现。在这里,我们通过在 171 Yb + 离子。我们在没有马洛纳纳方程组演化的层析成像知识的情况下,进行时间逆和电荷共轭,这是反para对称算子的范例。因此,无论系统大小如何,都可以应用这些操作。我们的方法为在量子模拟的工具箱中添加非物理操作提供了可能性,并提供了有效地计算否则难以解决的数量(例如纠缠单调)的途径。

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