Preparation of non-local superpositions of quasi-classical light states

File Size Format
74497_1.pdf 553Kb Adobe PDF View
Title Preparation of non-local superpositions of quasi-classical light states
Author Ourjoumtsev, Alexei; Ferreyrol, Franck Michel; Tualle-Brouri, Rosa; Grangier, Philippe
Journal Name Nature Physics
Year Published 2009
Place of publication United Kingdom
Publisher Nature Publishing Group
Abstract ‘Schrödinger cat’ states of light1, defined as quantum superpositions of quasi-classical coherent states, have recently emerged as an alternative to single-photon qubits for quantum- information processing2–6. Their richer structure provides significant advantages for quantum teleportation, universal quantum computation, high-precision measurements and fundamental tests of quantum physics7–13 . Local superpositions of free-propagating coherent states have been realized exper- imentally, but their applications were so far limited by their extreme sensitivity to losses, and by the lack of quantum gates for coherent qubit rotations. Here, we demonstrate a simple approach to generating strongly entangled non-local superpositions of coherent states, using a very lossy quantum channel. Such superpositions should be useful for implement- ing coherent qubit-rotation gates, and for teleporting these qubits over long distances. The generation scheme may be extended to creating entangled coherent superpositions with arbitrarily large amplitudes.
Peer Reviewed Yes
Published Yes
Alternative URI
Copyright Statement Copyright 2009 Nature Publishing Group. This is the author-manuscript version of this paper. Reproduced in accordance with the copyright policy of the publisher. Please refer to the journal website for access to the definitive, published version.
Volume 5
Page from 189
Page to 192
ISSN 1745-2473
Date Accessioned 2011-12-01
Language en_US
Faculty Faculty of Science, Environment, Engineering and Technology
Subject Quantum Information, Computation and Communication; Quantum Optics
Publication Type Journal Articles (Refereed Article)
Publication Type Code c1x

Show simple item record

Griffith University copyright notice