欢迎您！东篱公司
退出
-
申报数据库
-
立项数据库
-
成果数据库
-
项目获奖数据库
中文摘要：
设E为满足强分离条件的迭代函数系统的（Xf1…fN）吸引子，定义连续映射f：E→Ef（x）=f^-（x）x∈fj（E），…，N设（p1，P2，…，pN）为一个概率向量，μ为对应的不变测度．文中研究了上述映射的复杂动力学行为，得到如下结果：（1）对映射厂，存在一个有限混沌集CCE，满足μ（C）=μ（E）=1；（2）映射／存在Li-Yorke意义下混沌的极小子系统，该子系统具有零拓扑熵文中还对一些已知的结果进行了推广．
英文摘要：
In this paper, by supposing E to be the attractor of an iterated function system （X,f1,…,fN） which satisfies the strong separation condition, defining a continuous mapping f： E→Ef（x） =f^-1j （x）, x x∈fj（E）, j = 1,..., N, and setting （p1 ,P2,…,PN） as a probability vector andμ the corresponding invariant measure, some complex dynamical behaviors of the continuous mapping are investigated. The results indicate that, for the mappingf, there exists a finitely chaotic set C CE satisfyingμ（C） =μ（E） = 1, and that the mapping f has some chaotic minimal subsystem with zero topological entropy in the sense of Li-Yorke. Some existing results are tinally generalized in the paper.
同期刊论文项目
同项目期刊论文
Scaling and Long Range Dependence in Option Pricing Ⅱ☆ : Pricing European Option with Transaction Co
Scaling and long range dependence in option pricing, IV: Pricing European options with transaction c
Scaling and Long Range Dependence in Option Pricing I ☆ : Pricing European Option with Transaction C
期刊信息
位置：