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Some Tighter Monogamy Inequalities in N-Qubit Systems

N-比特系统更紧的单配性不等式
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摘要 We construct a piecewise function to investigate some monogamy inequalities in terms of theαth power of concurrence and negativity(α≥2),entanglement of formation(α≥√2),and Tsallis-q entanglement(α≥1).These inequalities are tighter than the existing results with detailed examples.Particularly,it is worth highlighting some classes of quantum states which can saturate these monogamy inequalities forα=2,4 and 6 in terms of concurrence and negativity and forα=1,2 and 3 in terms of Tsallis-q entanglement.
作者 ZHANG Lu-lu YANG Yan-min CHEN Wei 张露露;杨彦敏;陈伟
出处 《Chinese Quarterly Journal of Mathematics》 2024年第4期407-419,共13页 数学季刊(英文版)
基金 Supported by Yunnan Provincial Research Foundation for Basic Research(Grant No.202001AU070041) Natural Science Foundation of Kunming University of Science and Technology(Grant No.KKZ3202007036) Basic and Applied Basic Research Funding Program of Guangdong Province(Grant Nos.2019A1515111097 and 2023A1515012074).
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