Tomography of a Heralded N00N State With Losses

We present the first complete characterization of a heralded two-photon N00N state in the presence of losses, including the one-photon and vacuum components. Reconstruction shows large vacuum and one-photon components resulting from loss. © 2008 Optical Society of America.

Dades bibliogràfiques
Autors principals: Thomas-Peter, N, Smith, B, Walmsley, I, IEEE
Format: Conference item
Publicat: 2009
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author Thomas-Peter, N
Smith, B
Walmsley, I
IEEE
author_facet Thomas-Peter, N
Smith, B
Walmsley, I
IEEE
author_sort Thomas-Peter, N
collection OXFORD
description We present the first complete characterization of a heralded two-photon N00N state in the presence of losses, including the one-photon and vacuum components. Reconstruction shows large vacuum and one-photon components resulting from loss. © 2008 Optical Society of America.
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spelling oxford-uuid:7217ac66-72ad-4ee9-b589-f5492fb11eb42022-03-26T19:47:54ZTomography of a Heralded N00N State With LossesConference itemhttp://purl.org/coar/resource_type/c_5794uuid:7217ac66-72ad-4ee9-b589-f5492fb11eb4Symplectic Elements at Oxford2009Thomas-Peter, NSmith, BWalmsley, IIEEEWe present the first complete characterization of a heralded two-photon N00N state in the presence of losses, including the one-photon and vacuum components. Reconstruction shows large vacuum and one-photon components resulting from loss. © 2008 Optical Society of America.
spellingShingle Thomas-Peter, N
Smith, B
Walmsley, I
IEEE
Tomography of a Heralded N00N State With Losses
title Tomography of a Heralded N00N State With Losses
title_full Tomography of a Heralded N00N State With Losses
title_fullStr Tomography of a Heralded N00N State With Losses
title_full_unstemmed Tomography of a Heralded N00N State With Losses
title_short Tomography of a Heralded N00N State With Losses
title_sort tomography of a heralded n00n state with losses
work_keys_str_mv AT thomaspetern tomographyofaheraldedn00nstatewithlosses
AT smithb tomographyofaheraldedn00nstatewithlosses
AT walmsleyi tomographyofaheraldedn00nstatewithlosses
AT ieee tomographyofaheraldedn00nstatewithlosses