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Quantum Information Processing

Nonlocal sets of orthogonal product states with the less amount of elements in tripartite quantum systems

  • 01-07-2022
Published in:
Authors
Yan-Ying Zhu
Dong-Huan Jiang
Xiang-Qian Liang
Guang-Bao Xu
Yu-Guang Yang
Published in
Quantum Information Processing | Issue 7/2022

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Abstract

The article delves into the intriguing phenomenon of quantum nonlocality without entanglement, focusing on the local indistinguishability of orthogonal product states (OPSs) in tripartite quantum systems. It presents novel constructions of nonlocal sets with fewer elements than previously known, significantly advancing the understanding of minimal sets required for nonlocality. The authors introduce sets with 6 and 9 members in different quantum systems, proving their nonlocality and demonstrating that these are the smallest sets currently known. The research also extends these constructions to higher-dimensional multipartite quantum systems, showcasing the potential for further exploration and application in the field of quantum information.
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previous article Quantum ghost imaging with improved diffraction limit
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Title
Nonlocal sets of orthogonal product states with the less amount of elements in tripartite quantum systems
Authors
Yan-Ying Zhu
Dong-Huan Jiang
Xiang-Qian Liang
Guang-Bao Xu
Yu-Guang Yang
Publication date
01-07-2022
Publisher
Springer US
Published in
Quantum Information Processing / Issue 7/2022
Print ISSN: 1570-0755
Electronic ISSN: 1573-1332
DOI
https://doi.org/10.1007/s11128-022-03601-x
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