混沌是确定性系统的内在随机性吗?  

Is Chaos the Inner Random of Definite System?

作　　者：包和平[1] 李笑春[2] 

机构地区：[1]内蒙古师范大学政治经济系,内蒙古呼和浩特010020 [2]内蒙古大学哲学系,内蒙古呼和浩特010021

出　　处：《自然辩证法研究》2001年第2期19-22,41,共5页Studies in Dialectics of Nature

摘　　要：本文首先介绍了随机性一词的现代含义和分类 ;其次 ,经分析证明 ,将动力系统的混沌行为归结为“确定性系统的内在随机性”的观点的不合理性 ;再次 ,明确指出在整个混沌区域中对初值的敏感性是动力系统混沌行为长期不可预测的内在的根本原因 ;最后的结论是当代混沌理论研究否定了拉普拉斯的机械决定论 。The article first present the contemporary meaning and classification of the word random, Then through the analysis and proof chaos behaviors of the dynamics system can be drawn as the unreasonableness of the idea“Inner Random of Definite System' Third, it points out clearly in the whole area of chaos the initial sensitivity is the basic reason that chaos behaviors of the dynamics system is unpredictable in a long-term. Finally, the conclusion is the contemporary chaos theory research negates Laplace's mechanic determinism and enriches and develops the theory of scientific determinism.

关 键 词：混沌 随机性 确定性 敏感性 决定论 

分 类 号：O415.5[理学—理论物理]