Geometric local invariants and pure three-qubit states

Bibliographic Details
Main Authors: Williamson, MS, Ericsson, M, Johansson, M, Sjoqvist, E, Sudbery, A, Vedral, V, Wootters, W
Format: Journal article
Published: 2011
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author Williamson, MS
Ericsson, M
Johansson, M
Sjoqvist, E
Sudbery, A
Vedral, V
Wootters, W
author_facet Williamson, MS
Ericsson, M
Johansson, M
Sjoqvist, E
Sudbery, A
Vedral, V
Wootters, W
author_sort Williamson, MS
collection OXFORD
description
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format Journal article
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institution University of Oxford
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publishDate 2011
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spelling oxford-uuid:bf3a6ac8-33d0-4c89-a497-4255294814d42022-03-27T05:45:52ZGeometric local invariants and pure three-qubit statesJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:bf3a6ac8-33d0-4c89-a497-4255294814d4Symplectic Elements at Oxford2011Williamson, MSEricsson, MJohansson, MSjoqvist, ESudbery, AVedral, VWootters, W
spellingShingle Williamson, MS
Ericsson, M
Johansson, M
Sjoqvist, E
Sudbery, A
Vedral, V
Wootters, W
Geometric local invariants and pure three-qubit states
title Geometric local invariants and pure three-qubit states
title_full Geometric local invariants and pure three-qubit states
title_fullStr Geometric local invariants and pure three-qubit states
title_full_unstemmed Geometric local invariants and pure three-qubit states
title_short Geometric local invariants and pure three-qubit states
title_sort geometric local invariants and pure three qubit states
work_keys_str_mv AT williamsonms geometriclocalinvariantsandpurethreequbitstates
AT ericssonm geometriclocalinvariantsandpurethreequbitstates
AT johanssonm geometriclocalinvariantsandpurethreequbitstates
AT sjoqviste geometriclocalinvariantsandpurethreequbitstates
AT sudberya geometriclocalinvariantsandpurethreequbitstates
AT vedralv geometriclocalinvariantsandpurethreequbitstates
AT woottersw geometriclocalinvariantsandpurethreequbitstates