A LASOTA - YORKE TYPE INEQUALITY FOR POSITION DEPENDENT RANDOM MAPS OF ONE DIMENSIONAL PIECEWISE EXPANDING C1,1 TRANSFORMATIONS

Md Shafiqul Islam

首页> 外文期刊>Dynamics of continuous, discrete & impulsive systems, Series A. Mathematical analysis >A LASOTA - YORKE TYPE INEQUALITY FOR POSITION DEPENDENT RANDOM MAPS OF ONE DIMENSIONAL PIECEWISE EXPANDING C1,1 TRANSFORMATIONS

【24h】

A LASOTA - YORKE TYPE INEQUALITY FOR POSITION DEPENDENT RANDOM MAPS OF ONE DIMENSIONAL PIECEWISE EXPANDING C1,1 TRANSFORMATIONS

机译：一维分段扩展C1,1变换的位置相关随机映射的Lasota-Yorke型不等式。

获取原文

获取原文并翻译 | 示例

掌桥外文数据库（机构版） >>

开具论文收录证明 >>

文献代查 >>

页面导航

摘要
著录项
相似文献
相关主题

摘要

We consider position dependent random maps of piecewise expanding C1'1 transformations on [0,1] into itself and prove a stronger Lasota-Yorke type inequality. We prove the existence of absolutely continuous invariant measures for position dependent random maps using the stronger Lasota-Yorke inequality. Our results are generalization of results of Eslami and Góra in [3] of single piecewise expanding C1'1 maps to results of position dependent random maps.

机译：我们考虑了在[0,1]上分段扩展C1'1变换到其自身的位置相关随机图，并证明了更强的Lasota-Yorke型不等式。我们证明了使用更强的Lasota-Yorke不等式的位置相关随机映射的绝对连续不变测度的存在。我们的结果是Eslami和Góra在[3]中的逐段扩展C1'1映射到位置相关随机映射的结果的推广。

著录项

来源
《Dynamics of continuous, discrete & impulsive systems, Series A. Mathematical analysis》 |2014年第1期|共13页
作者
Md Shafiqul Islam;
展开▼
作者单位

展开▼
收录信息
原文格式 PDF
正文语种 eng
中图分类数学;
关键词
Position dependent random random maps; Lasota-Yorke type inequality; The Probenius-Perron operator; Absolutely continuous invariant measures; Piecewise expanding C1; 1 transformations;

机译：位置相关的随机随机图;Lasota-Yorke型不等式;Propernius-Perron算子;绝对连续不变测度;分段展开C1;1变换;

相似文献

外文文献
中文文献
专利

1. A LASOTA - YORKE TYPE INEQUALITY FOR POSITION DEPENDENT RANDOM MAPS OF ONE DIMENSIONAL PIECEWISE EXPANDING C1,1 TRANSFORMATIONS [J] . Md Shafiqul Islam Dynamics of continuous, discrete & impulsive systems, Series A. Mathematical analysis . 2014,第1期

机译：一维分段扩展C1,1变换的位置相关随机映射的Lasota-Yorke型不等式。
2. Stronger Lasota-Yorke inequality for one-dimensional piecewise expanding transformations [J] . Eslami P., Góra P. Proceedings of the American Mathematical Society . 2013,第12期

机译：一维分段扩展变换的更强Lasota-Yorke不等式
3. STOCHASTIC PERTURBATIONS AND ULAM'S METHOD FOR POSITION DEPENDENT RANDOM MAPS SATISFYING THE STRONGER LASOTA-YORKE INEQUALITY [J] . Md Shafiqul Islam Dynamics of continuous, discrete & impulsive systems, Series A. Mathematical analysis . 2016,第3a4期

机译：满足更严格的Lasota-Yorke不等式的位置依赖随机映射的随机摄动和ULAM方法
4. Implementation of a randomized algorithm for solving parameter-dependent linear matrix inequalities [C] . Oishi Y. IEEE International Conference on Computer Science and Automation Engineering . 2011

机译：用于求解参数依赖性线性矩阵不等式的随机算法的实现
5. Spatially Random Processes in One-Dimensional Maps: The Logistic Map and The Arnold Circle Map. [D] . Le, A. T. 2015

机译：一维地图中的空间随机过程：逻辑地图和阿诺德圆图。
6. Stronger Lasota-Yorke inequality for one-dimensional piecewise expanding transformations [O] . Peyman Eslami, Pawel Góra 2013

机译：更强大的Lasota-Yorke不平等，用于一维分段扩张转型
7. Uniqueness of Equilibrium Measures for Countable Markov Shifts and Multi-Dimensional Piecewise Expanding Maps. [R] . Buzzi, J., Sarig, O. 2001

机译：可数马尔可夫移位和多维分段展开图的平衡度量唯一性。

A LASOTA - YORKE TYPE INEQUALITY FOR POSITION DEPENDENT RANDOM MAPS OF ONE DIMENSIONAL PIECEWISE EXPANDING C1,1 TRANSFORMATIONS

摘要

著录项

相似文献

相关主题

期刊订阅