论文标题

非线性挤压,用于基于测量的非高斯操作

Nonlinear squeezing for measurement-based non-Gaussian operations in time domain

论文作者

Konno, Shunya, Sakaguchi, Atsushi, Asavanant, Warit, Ogawa, Hisashi, Kobayashi, Masaya, Marek, Petr, Filip, Radim, Yoshikawa, Jun-ichi, Furusawa, Akira

论文摘要

量子非高斯门是实现光学系统中连续变量通用量子操作的缺失部分。在基于测量的立方相位门(最低阶的非高斯门)的实现中,需要具有我们称为非线性压缩的属性的非高斯辅助状态。但是,该特性从未经过实验验证。在本文中,我们在真空状态和单个光子状态之间产生叠加,其非线性挤压是通过优化叠加系数最大化的。非线性挤压是通过实时正交测量值观察到的,这意味着生成的状态与实时前馈兼容,并且适合作为时域的立方相栅极的辅助状态。此外,通过增加光子的数量,可以预期可以进一步改善非线性挤压。此处提出的想法可以很容易地扩展到高阶相位[P. Marek等人,物理。 Rev. A 97,022329(2018)]。因此,这项工作提出了将简历量子信息处理从高斯政权扩展到非高斯政权的重要步骤。

Quantum non-Gaussian gate is a missing piece to the realization of continuous-variable universal quantum operations in the optical system. In a measurement-based implementation of the cubic phase gate, a lowest-order non-Gaussian gate, non-Gaussian ancillary states that has a property we call nonlinear squeezing are required. This property, however, has never been experimentally verified. In this paper, we generate a superposition between a vacuum state and a single photon state whose nonlinear squeezing are maximized by the optimization of the superposition coefficients. The nonlinear squeezing is observed via real-time quadrature measurements, meaning that the generated states are compatible with the real-time feedforward and are suitable as the ancillary states for the cubic phase gate in time domain. Moreover, by increasing the number of the photons, it is expected that nonlinear squeezing can be further improved. The idea presented here can be readily extended to the higher-order phase gates [P. Marek et al., Phys. Rev. A 97, 022329 (2018)]. As such, this work presents an important step to extend the CV quantum information processing from Gaussian regime to non-Gaussian regime.

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