Quantum information with continuous variables

Agrawal, G. P.; Arthurs, E.; Bell, J. S.; Bell, J. S.; Bennett, C. H.; Bennett, C. H.; Bogoliubov, N. N.; Bohm, D.; Bowen, W. P.; Brassard, G.; Braunstein, S. L.; Braunstein, S. L.; Braunstein, S. L.; Braunstein, S. L.; Braunstein, S. L.; Braunstein, S. L.; Cerf, N. J.; Cerf, N. J.; Cerf, N. J.; Cohen, O.; Dieks, D.; Duan, L.-M.; Duan, L.-M.; Duan, L.-M.; Dür, W.; Furusawa, A.; Gea-Banacloche, J.; Giedke, G.; Giedke, G.; Giedke, G.; Giedke, G.; Giedke, G.; Gottesman, D.; Grosshans, F.; Hammerer, K.; Holevo, A. S.; Horodecki, M.; Horodecki, R.; Kraus, K.; Kuzmich, A.; Leonhardt, U.; Lloyd, S.; Lloyd, S.; Nielsen, M. A.; Ou, Z. Y.; Ou, Z. Y.; Paul, H.; Peter van Loock; Ralph, T. C.; Ralph, T. C.; Samuel L. Braunstein; Schmidt, E.; Scully, M. O.; Shannon, C. E.; She, C. Y.; Simon, C.; van Enk, S. J.; van Loock, P.; van Loock, P.; van Loock, P.; van Loock, P.; van Loock, P.; Walls, D. F.; Weyl, H.; Yao, A. C.-C.

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Quantum information with continuous variables

Abstract

Quantum information is a rapidly advancing area of interdisciplinary research. It may lead to real-world applications for communication and computation unavailable without the exploitation of quantum properties such as nonorthogonality or entanglement. We review the progress in quantum information based on continuous quantum variables, with emphasis on quantum optical implementations in terms of the quadrature amplitudes of the electromagnetic field.Comment: accepted for publication in Reviews of Modern Physic

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