Robust and high-fidelity nondestructive Rydberg parity meter
Ri‐Hua Zheng, Yi‐Hao Kang, Shi‐Lei Su, Jie Song, Yan Xia
Abstract
In this paper, we propose a robust and high-fidelity scheme to construct a nondestructive Rydberg parity meter by optimized inverse engineering, after which we can know the parity information of the bipartite state without destroying it, implying that the output bipartite state can be further used in the rest quantum information processing tasks. Specifically speaking, we build a model with two systematic Rydberg atoms and one auxiliary Rydberg atom and control them by utilizing optimized inverse engineering against systematic error. Also, since the accumulated time for the Rydberg atoms simultaneously being in Rydberg states is minimized, the mechanical effect and the further possible ionization are almost avoided. Moreover, numerical simulation shows that the present scheme is robust against the systematic error, the dephasing, and the thermal noise, demonstrating feasibility in the experiment.