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Masking quantum information in the Kitaev Abelian anyons.

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Title: Masking quantum information in the Kitaev Abelian anyons.
Authors: Shen, Yao1 (AUTHOR) shenyao@ppsuc.edu.cn, Zhang, Fu-Lin2 (AUTHOR) flzhang@tju.edu.cn, Chen, Yu-Zhu3 (AUTHOR) chenyuzhu@tiangong.edu.cn, Zhou, Chi-Chun1,4 (AUTHOR) zhouchichun@dali.edu.cn
Source: Physica A. Feb2023, Vol. 612, pN.PAG-N.PAG. 1p.
Subjects: Anyons, Quantum correlations, Quantum computing, Computational physics
Abstract: Quantum information masking is a task in which quantum information is stored in quantum correlations but hidden from the reduced subsystems. The task is not available in bipartite systems, which becomes known as no-masking theorem. Here, we propose two multipartite maskers in the systems of the Kitaev Abelian anyons. One is an eight-qudit scheme on the basis of the correspondence between the Gentile statistics and the Abelian anyons, the other is an alternative four-qubit case as a complement. Gentile statistics is a useful tool in computational physics and neural networks. Our work may enable the masking of quantum information to be implemented in topological quantum systems. • We provide a view of the quantum information on the unitary evolution of quantum field systems. • We give a physical image for the exchange of different Abelian anyons. • We propose two multipartite maskers in the systems of the Kitaev Abelian anyons. • We gives a possible way to implement the quantum information masking in many-body systems. [ABSTRACT FROM AUTHOR]
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Database: Engineering Source
Description
Abstract:Quantum information masking is a task in which quantum information is stored in quantum correlations but hidden from the reduced subsystems. The task is not available in bipartite systems, which becomes known as no-masking theorem. Here, we propose two multipartite maskers in the systems of the Kitaev Abelian anyons. One is an eight-qudit scheme on the basis of the correspondence between the Gentile statistics and the Abelian anyons, the other is an alternative four-qubit case as a complement. Gentile statistics is a useful tool in computational physics and neural networks. Our work may enable the masking of quantum information to be implemented in topological quantum systems. • We provide a view of the quantum information on the unitary evolution of quantum field systems. • We give a physical image for the exchange of different Abelian anyons. • We propose two multipartite maskers in the systems of the Kitaev Abelian anyons. • We gives a possible way to implement the quantum information masking in many-body systems. [ABSTRACT FROM AUTHOR]
ISSN:03784371
DOI:10.1016/j.physa.2023.128495