Lyapunov exponents for Zk-actions

来源 :2016年上海微分方程与动力系统会议 | 被引量 : 0次 | 上传用户：sophia_deng

【摘要】

：

　　Directional Lyapunov exponents and random Lyapunov exponents for smooth Zk-actions are investigated.The relation between them and the Lyapunov exponents of

【作者】

：

朱玉峻

【出处】

：

2016年上海微分方程与动力系统会议

【发表日期】

：

2016年10期

下载到本地 , 更方便阅读

下载此文赞助VIP

声明 : 本文档内容版权归属内容提供方 , 如果您对本文有版权争议 , 可与客服联系进行内容授权或下架

论文部分内容阅读

　　Directional Lyapunov exponents and random Lyapunov exponents for smooth Zk-actions are investigated.The relation between them and the Lyapunov exponents of the generators are given.

其他文献

Heat Kernels of Non-Symmetric Jump Processes Beyond the Stable Case

　　Let J be the Levy density of a symmetric Levy process in Rd with its Levy exponent satisfying a weak lower scaling condition at infinity.

会议

Distribution Dependent SDEs

　　A class of distribution dependent SDEs associated with non-linear Fokker-Planck equations are investigated.

会议

非一致双曲一维动力系统的随机稳定性

　　介绍关于非一致双曲区间或圆周映射的随机稳定性的若干现有结果、基本方法和公开问题。

会议

动力系统和数学物理

　　我们首先介绍准周期cocycles的动力学形态，包括Liapunov指数和加速子以及它们的性质。然后介绍与之相关的周周期薛定谔算子，包括谱集，谱测度，积分态密度；最后我们介绍它们之间

会议

SRB Measures,Entropy,and Horseshoe for Infinite Dimensional Dynamical Systems

　　This talk contains three parts:(1)the existence of SRB measures and their properties for infinite dimensional dynamical systems;(2)The existence of strange

会议

Hopf bifurcations and local bifurcation of critical periods for a switching Z2 equivariant cubic sys

　　Finding limit cycle bifurcation for the planar polynomial system is an open problem,which is related to the second part of Hilberts 16th problem.This talk f

会议

Integrability of vector fields versus inverse Jacobian multipliers and normalizers

　　In this talk we introduce our recent results on characterization of integrablity of a system of vector fields via inverse Jacobian multipliers(matrix)and no

会议

Dynamical analysis of a cubic Li(e)nard system with global parameter

　　We investigate the dynamical behavior of a cubic Li(e)nard system with global parameters.The bifurcation diagram and phase portraits,which are global if the

会议

二次倒向随机微分方程组

　　倒向随机微分方程(BSDE)当其生成元g(t,y,z)关于未知变元对(y,z)一致Lipschitz连续且终端条件(ζ)平方可积时有唯一适应解.生成元关于z 平方增长的BSDE称为二次倒向随机

会议

Roughness of tempered exponential dichotomies

　　Tempered exponential dichotomy describes nonuniform hyperbolicity for linear random dynamical systems.In this talk,we present a result on the roughness of t

会议

Lyapunov exponents for Zk-actions

与本文相关的学术论文