分形几何与动力系统的若干问题分析  

Analysis of Some Problems in Fractal Geometry and Dynamical Systems

作　　者：杜艳红[1] DU Yanhong(Polytechnic Institute Taiyuan University of Technology,Taiyuan 030021,China)

机构地区：[1]太原理工大学现代科技学院,山西太原030021

出　　处：《现代信息科技》2018年第12期19-20,22,共3页Modern Information Technology

摘　　要：分形几何的应用使越来越多的学科开始变得愈加精密。传统的几何解决办法,不能够有效地解决问题,而分形几何因其图形自相似层次结构思想和无限复杂分析对象的适用性开始被越来越多的学科采用。笔者对几何分形与动力系统的关系及其若干问题进行了分析。The application of fractal geometry makes more and more disciplines begin to become more precise. The traditional geometric solution cannot effectively solve the problem,and fractal geometry has been adopted by more and more disciplines because of its graphic self-similar hierarchical structure and applicability of infinite complex analysis objects. In this paper,the relationship between geometric fractal and dynamical system and some problems are analyzed.

关 键 词：分形几何 离散动力系统 单调动力系统 

分 类 号：O189.3[理学—数学] O19[理学—基础数学]