General framework for estimating the ultimate precision limit in noisy quantum-enhanced metrology

Escher, B. M., de Matos Filho, R. L., Davidovich, L.·2011·Nature Physics
DOI 10.1038/nphys1958

Cited by (907)

Items 901–907 of 907

  1. Inverse reconstruction of disordered Hamiltonians from open dynamics
    Anonymous, Kejia Zhang, Tingting Song · 2026 · Physical Review A
  2. Universal sensitivity bound for thermal quantum dynamic sensing
    Anonymous, Yang Yang, Xin-You Lü, Wenkui Ding, Xiaoguang Wang · 2026 · Physical Review A
  3. Phase sensitivity enhancement in an SU(1,1) interferometer via tunable bell states
    Leyang Cao, Qingqian Kang, Zekun Zhao, Qisi Zhou, Xin Su, Cunjin Liu, Teng Zhao, Liyun Hu · 2026 · Physics Letters A
  4. Cost-Aware Online Switching of Four-Qubit Probe States for Quantum Magnetometry Under Non-Stationary Noise
    Diwakar Diwakar, Varsha Sambhaje · 2026 · Sensors
  5. Feedback-enhanced quantum parameter estimation in a thermally dissipative two-level system
    Ganying Tu, Lituo Shen, 杨贞标 · 2026 · Physical Review A
  6. Relativistic Quantum Metrology Beyond the X-State Ansatz: Single- and Two-Qubit Estimation of Phase and Charging Time
    Samira Ebrahimi Ebrahimi AslMamaghani, Hossein Rangani Jahromi, Rosario Lo Franco · 2026 · Entropy
  7. Experimental demonstration of a squeezing-enhanced heterodyne receiver
    Yuchen Liu, Yi Shi, Shulin Dong, Yujie Shen, Shaocong Liang, 闫智辉 Zhihui Yan, 贾晓军 Xiaojun Jia · 2026 · Chinese Optics Letters