摘要
辨析了对柯尔莫哥洛夫复杂性的某些误读。指出柯尔莫哥洛夫复杂性定义下的随机性即序列的不可压缩性 ,不等于无序性 ,并且与传统的随机性理解相去甚远。在某些情况下 ,这种序列的不可压缩性恰恰是有序性的表现 ,从而说明 ,柯尔莫哥洛夫复杂性可以成为系统有序状态即复杂性的测度。
Discussed and analysed some mistakes in understandin g Kolmogorov complexity, pointed out incompressibility not equal to disorder, and not equal to stochastic in trad ition, in some cases, even be in opposition. It is explained that Kolmogorov com plexity can become a measure for or der state of systems.
出处
《系统辩证学学报》
2005年第2期6-8,11,共4页
Journal of Systemic Dialectics