摘要
利用与热力学的相变理论进行类比的方法,对混沌投资时间序列的分形维数谱的静态相变和动态相变及其应用进行了探讨和介绍.
By analogy with the phase transition theories of thermodynamics, the static and dynamic phase transitions of spectrum of fractal dimension for time series of chaotic investment are discussed, and their applications are introduced.
出处
《烟台师范学院学报（自然科学版）》
2003年第1期6-9,共4页
Yantai Teachers University journal(Natural Science Edition)
关键词
混沌投资时间序列
分形维数谱
静态相变
动态相变
热力学
投资数学模型
static phase transition
dynamic phase transition
spectrum of fractal dimension
time series of chaotic investment
