Classical-noise-free sensing based on quantum correlation measurement

TL;DR

This paper demonstrates that measuring quantum correlations of a quantum target enables noise-free sensing schemes that outperform classical methods, even in the presence of non-stationary classical noise.

Contribution

It introduces a novel quantum sensing scheme based on higher-order quantum correlations that can detect quantum targets hidden by classical noise.

Findings

Quantum correlations can reveal targets concealed by classical noise.

Higher-order quantum correlations outperform classical correlations in noisy environments.

The proposed method enables classical-noise-free quantum sensing.

Abstract

Quantum sensing, using quantum properties of sensors, can enhance resolution, precision, and sensitivity of imaging, spectroscopy, and detection. An intriguing question is: Can the quantum nature (quantumness) of sensors and targets be exploited to enable schemes that are not possible for classical probes or classical targets? Here we show that measurement of the quantum correlations of a quantum target indeed allows for sensing schemes that have no classical counterparts. As a concrete example, in case where the second-order classical correlation of a quantum target could be totally concealed by non-stationary classical noise, the higher-order quantum correlations can single out a quantum target from the classical noise background, regardless of the spectrum, statistics, or intensity of the noise. Hence a classical-noise-free sensing scheme is proposed. This finding suggests that the quantumness of sensors and targets is still to be explored to realize the full potential of quantum sensing. New opportunities include sensitivity beyond classical approaches, non-classical correlations as a new approach to quantum many-body physics, loophole-free tests of the quantum foundation, et cetera.