Sensing in the Presence of Observed Environments
arXiv:1510.02737 · doi:10.1103/PhysRevA.93.032123
Abstract
Sensing in the presence of environmental noise is a problem of increasing practical interest. In a master equation description, where the state of the environment is unobserved, the effect of signal and noise is described by system operators only. In this context it is well-known that noise that is orthogonal on an external signal can be corrected for without perturbing the signal, while similarly efficient strategies for non-orthogonal signal and noise operators are not known. Here we make use of the fact that system-environment interaction typically arises via local two-body interactions describing the exchange of quanta between system and environment, which are observable in principle. That two-body-interactions are usually orthogonal on system operators, allows us to develop error corrected sensing supported by the observation of the quanta that are emitted into the environment. We describe such schemes and outline a realistic proof-of-principle experiment in an ion trap set-up.
4 pages
References in corpus (1)
Cited by in corpus (28)
- Quantum metrology with nonclassical states of atomic ensembles
- Achieving the Heisenberg limit in quantum metrology using quantum error correction
- Criticality-Enhanced Quantum Sensing via Continuous Measurement
- Autonomous Quantum Error Correction and Application to Quantum Sensing with Trapped Ions
- Quantum metrology with full and fast quantum control
- Variational-State Quantum Metrology
- Restoring Heisenberg scaling in noisy quantum metrology by monitoring the environment
- Dynamical decoupling leads to improved scaling in noisy quantum metrology
- Review: Quantum Metrology and Sensing with Many-Body Systems
- Noisy quantum metrology enhanced by continuous nondemolition measurement
- Asymptotic theory of quantum channel estimation
- Ultimate limits for quantum magnetometry via time-continuous measurements
- Precision Limits in Quantum Metrology with Open Quantum Systems
- Multiparameter quantum estimation of noisy phase shifts
- Spatial noise filtering through error correction for quantum sensing
- Optimal approximate quantum error correction for quantum metrology
- Bias in error-corrected quantum sensing
- Criticality-enhanced Electric Field Gradient Sensor with Single Trapped Ions
- Adaptive measurement filter: efficient strategy for optimal estimation of quantum Markov chains
- Environment-induced quantum coherence spreading of a qubit
- Bounding Quantum Advantages in Postselected Metrology
- Time-local optimal control for parameter estimation in the Gaussian regime
- Restoring metrological quantum advantage of measurement precision in noisy scenario
- Self-organized critical behavior and marginality in Ising spin glasses
- Achieving Heisenberg limit under General Markov Noise without Ancilla
- Ancilla-assisted frequency estimation under phase covariant noises with Greenberger-Horne-Zeilinger states
- Estimating quantum Markov chains using coherent absorber post-processing and pattern counting estimator
- Lindblad estimation with fast and precise quantum control