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Quantum enhanced multiple-phase estimation with multi-mode N00N states.


ABSTRACT: Quantum metrology can achieve enhanced sensitivity for estimating unknown parameters beyond the standard quantum limit. Recently, multiple-phase estimation exploiting quantum resources has attracted intensive interest for its applications in quantum imaging and sensor networks. For multiple-phase estimation, the amount of enhanced sensitivity is dependent on quantum probe states, and multi-mode N00N states are known to be a key resource for this. However, its experimental demonstration has been missing so far since generating such states is highly challenging. Here, we report generation of multi-mode N00N states and experimental demonstration of quantum enhanced multiple-phase estimation using the multi-mode N00N states. In particular, we show that the quantum Cramer-Rao bound can be saturated using our two-photon four-mode N00N state and measurement scheme using a 4 × 4 multi-mode beam splitter. Our multiple-phase estimation strategy provides a faithful platform to investigate multiple parameter estimation scenarios.

SUBMITTER: Hong S 

PROVIDER: S-EPMC8410777 | biostudies-literature | 2021 Sep

REPOSITORIES: biostudies-literature

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Quantum enhanced multiple-phase estimation with multi-mode N00N states.

Hong Seongjin S   Ur Rehman Junaid J   Kim Yong-Su YS   Cho Young-Wook YW   Lee Seung-Woo SW   Jung Hojoong H   Moon Sung S   Han Sang-Wook SW   Lim Hyang-Tag HT  

Nature communications 20210901 1


Quantum metrology can achieve enhanced sensitivity for estimating unknown parameters beyond the standard quantum limit. Recently, multiple-phase estimation exploiting quantum resources has attracted intensive interest for its applications in quantum imaging and sensor networks. For multiple-phase estimation, the amount of enhanced sensitivity is dependent on quantum probe states, and multi-mode N00N states are known to be a key resource for this. However, its experimental demonstration has been  ...[more]

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