论文标题
中微子振荡中的非局部性和熵不确定性关系
Nonlocality and entropic uncertainty relations in neutrino oscillations
论文作者
论文摘要
使用波包方法进行中微子振荡，我们分析了量子 - 记忆辅助的熵不确定性关系，并表明量子相干性的不确定性和非本地优势是反相关的。此外，我们探讨了NAQC的三个不同定义之间的层次结构，这些定义基于L1-norm，相对熵和偏斜信息相干度量，我们发现基于L1基于L1-norm的NAQC检测到的相干含量克服了其他两个。 QMA-EUR和NAQC之间的联系可以更好地理解迄今为止获得的结果的物理含义，并建议将其扩展到量子场理论。
Using the wave-packet approach to neutrino oscillations, we analyze Quantum-Memory-Assisted Entropic Uncertainty Relations and show that uncertainty and the Non-local Advantage of Quantum Coherence are anti-correlated. Furthermore, we explore the hierarchy among three different definitions of NAQC, those based on the l1-norm, relative entropy and skew information coherence measures, and we find that the coherence content detected by the l1-norm based NAQC overcomes the other two. The connection between QMA-EUR and NAQC could provide a better understanding of the physical meaning of the results so far obtained, and suggest a their extension to quantum field theory.
