Quantum computing and fundamental limit of self-switching effect for nonlinear spatially inhomogeneous bosonic systems

Andrei Yu. Leksin; Alexander P. Alodjants; Alexei V. Prokhorov; Sergei M. Arakelian

doi:10.1117/12.464503

1 April 2002 Quantum computing and fundamental limit of self-switching effect for nonlinear spatially inhomogeneous bosonic systems

Andrei Yu. Leksin, Alexander P. Alodjants, Alexei V. Prokhorov, Sergei M. Arakelian

Author Affiliations +

Proceedings Volume 4750, ICONO 2001: Quantum and Atomic Optics, High-Precision Measurements in Optics, and Optical Information Processing, Transmission, and Storage; (2002) https://doi.org/10.1117/12.464503
Event: XVII International Conference on Coherent and Nonlinear Optics (ICONO 2001), 2001, Minsk, Belarus

Abstract

The quantum theory of nonlinear dynamics and self-switching effect for two coupled bosonic modes in nonlinear spatially inhomogeneous system shave been developed using Hartree approximation for the first time. The quantum limits of observation of self-switching effect for the polarization characteristics have been founded. We also predict the formation of nonclassical mesoscopic states in such a system as well. We also propose four-mode interaction in the systems under consideration for quantum XOR and SWAP logic operations.

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Andrei Yu. Leksin, Alexander P. Alodjants, Alexei V. Prokhorov, and Sergei M. Arakelian "Quantum computing and fundamental limit of self-switching effect for nonlinear spatially inhomogeneous bosonic systems", Proc. SPIE 4750, ICONO 2001: Quantum and Atomic Optics, High-Precision Measurements in Optics, and Optical Information Processing, Transmission, and Storage, (1 April 2002); https://doi.org/10.1117/12.464503

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