SDL和LMC复杂性度量的比较：原子作为测试平台
Comparison of SDL and LMC measures of complexity: Atoms as a testbed
摘要：
Shiner、Davison和Landsberg（SDL）的“简单”复杂性度量和Lopez-Ruiz、Mancini和Calbet（LMC）的“统计”复杂性度量在原子中作为原子序数Z的函数进行了比较。壳效应，即在封闭的壳原子的局部极小值进行观察，以及SDL和LMC措施的复杂性的某些定性趋势。如果我们把SDL和LMC作为Z的函数，那么我们可以得出结论，复杂性随着Z的增加而增加，对于原子，无序的强度是零，有序度是四。
英文摘要：
The "simple" measure of complexity of Shiner, Davison and Landsberg (SDL) and the "statistical" one, according to Lopez-Ruiz, Mancini and Calbet (LMC), are compared in atoms as functions of the atomic number Z. Shell effects i.e. local minima at the closed shells atoms are observed, as well as certain qualitative trends of SDL and LMC measueres of complexity. If we impose the condition that SDL and LMC behave similarly as functions of Z, then we can conclude that complexity increases with Z and for atoms the strength of disorder is zero and order is four.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
