Generating two-mode squeezing with multimode measurement-induced nonlinearity

M. Riabinin, P. Sharapova, T. Bartley, T. Meier, ArXiv:1912.09097 (2019).

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Abstract
Measurement-induced nonclassical effects in a two-mode interferometer are investigated theoretically using numerical simulations and analytical results. We demonstrate that for certain parameters measurements within the interferometer lead to the occurrence of two-mode squeezing. The results strongly depend on the detection probability, the phase inside the interferometer, and the choice of the input states. The appropriate parameters for maximized squeezing are obtained. We analyze the influence of losses and confirm that the predicted effects are within reach of current experimental techniques.
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arXiv:1912.09097
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Riabinin M, Sharapova P, Bartley T, Meier T. Generating two-mode squeezing with multimode measurement-induced  nonlinearity. arXiv:191209097. 2019.
Riabinin, M., Sharapova, P., Bartley, T., & Meier, T. (2019). Generating two-mode squeezing with multimode measurement-induced  nonlinearity. ArXiv:1912.09097.
@article{Riabinin_Sharapova_Bartley_Meier_2019, title={Generating two-mode squeezing with multimode measurement-induced  nonlinearity}, journal={arXiv:1912.09097}, author={Riabinin, Matvei and Sharapova, Polina and Bartley, Tim and Meier, Torsten}, year={2019} }
Riabinin, Matvei, Polina Sharapova, Tim Bartley, and Torsten Meier. “Generating Two-Mode Squeezing with Multimode Measurement-Induced  Nonlinearity.” ArXiv:1912.09097, 2019.
M. Riabinin, P. Sharapova, T. Bartley, and T. Meier, “Generating two-mode squeezing with multimode measurement-induced  nonlinearity,” arXiv:1912.09097. 2019.
Riabinin, Matvei, et al. “Generating Two-Mode Squeezing with Multimode Measurement-Induced  Nonlinearity.” ArXiv:1912.09097, 2019.

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