High-dimensional methods for quantum homodyne tomography

@article{Mosco2022HighdimensionalMF,
  title={High-dimensional methods for quantum homodyne tomography},
  author={Nicola Mosco and Lorenzo Maccone},
  journal={Physics Letters A},
  year={2022}
}

Figures from this paper

References

SHOWING 1-10 OF 31 REFERENCES
Generating Optical Schrödinger Kittens for Quantum Information Processing
TLDR
A detailed experimental analysis of a free-propagating light pulse prepared in a “Schrödinger kitten” state, which is defined as a quantum superposition of “classical” coherent states with small amplitudes, providing an essential tool for quantum information processing.
Quorum of observables for universal quantum estimation
Quantum tomography is the process of reconstructing the ensemble average of an arbitrary operator (observable or not, including the density matrix), which may not be directly accessible by feasible
2 Quantum Tomographic Methods
The state of a physical system is the mathematical object that provides a complete information on the system. The knowledge of the state is equivalent to know the result of any possible measurement
Deterministically Encoding Quantum Information Using 100-Photon Schrödinger Cat States
Coherently Controlling Large Cats The control and manipulation of quantum information based on superconducting circuits is an attractive route because of the possibility of scale-up. Vlastakis et al.
Measuring Quantum States
The possibility of “measuring” quantum states has been already considered by W. Pauli [1], who wrote in a footnote: “The mathematical problem, as to whether for given functions W (x) and W (p), the
Homodyne imaging (2019)
  • 2019
Optics Communications 127
  • 144
  • 1996
and G
  • M. D’Ariano, Phys. Rev. A 52, 4899
  • 1995
Physics Letters A 211
  • 327
  • 1996
...
...