论文标题
多方系统的严格限制在一般量子相关方面
Tighter Constraints of Multipartite Systems in terms of General Quantum Correlations
论文作者
论文摘要
一夫一妻制和一夫多妻制的关系表征了多部分量子系统之间的量子相关分布。我们研究了通过一般量子相关的度量满足的一夫一妻制和一夫多妻制的关系。通过使用锤子的重量，我们分别通过$β$ - th功率和一般量子相关性的$α$ TH功率来得出新的一夫一妻制和一夫多妻制不平等。我们表明，这些一夫一妻制和一夫多妻制的关系比现有的关系更紧密，例如[int。 J.理论。物理。 60，1455-1470（2021）]。以同意和Tsallis-$ Q $纠缠的援助为例，我们显示了结果的优势。
Monogamy and polygamy relations characterize the quantum correlation distributions among multipartite quantum systems. We investigate the monogamy and polygamy relations satisfied by measures of general quantum correlation. By using the Hamming weight, we derive new monogamy and polygamy inequalities satisfied by the $β$-th power and the $α$-th power of general quantum correlations, respectively. We show that these monogamy and polygamy relations are tighter than the existing ones, such as [Int. J. Theor. Phys. 60, 1455-1470 (2021)]. Taking concurrence and the Tsallis-$q$ entanglement of assistance as examples, we show the advantages of our results.
