標題: 動態系統中分歧行為的幾何
The Geometry of Bifurcation Behavior
作者: 粘宏基
Hung-Chi Nien
李榮耀
Jong-Eao Lee
應用數學系所
關鍵字: 動態系統;分歧;dynamical system;bifurcation
公開日期: 1998
摘要: 在這篇論文中,我們將簡單地作一些分歧理論的介紹。關於在動態系統中週期性、混沌性及全域性行為的分析工作,我們已由機械性的振盪現象與電子的振盪現象兩方面的研究中瞭解。而在具備這樣的概念之下,我們可以繼續討論有關動態系統中的分歧行為。
This paper is devoted to an introduction of bifurcation theory. The Analyses of periodic, chaotic, and global behaviors in dynamical systems are done by investigating the phenomena of mechanical or electric oscillations[1]. With knowledge of these prepared concepts, we continue to discuss the bifurcations in dynamical systems.
URI: http://140.113.39.130/cdrfb3/record/nctu/#NT870507024
http://hdl.handle.net/11536/64870
Appears in Collections:Thesis