نتایج جستجو برای: average shadowing property

تعداد نتایج: 533417  

2009
Sang-Hyuk Lee Heejeong Koh Se-Hyun Ku

The shadowing property is to find an exact solution to an iterated map that remains close to an approximate solution. In this article, using shadowing property, we show the stability of the following equation in normed group: 4n−2Cn/2−1rf ∑n j 1 xj/r n ∑ ik∈{0,1}, ∑n k 1 ik n/2 r2f ∑n i 1 −1 ik xi/r 4n·n−2Cn/2−1 ∑n i 1 f xi , where n ≥ 2, r ∈ R r2 / n and f is a mapping. And we prove that the e...

2017
Abbas Fakhari Ali Golmakani ABBAS FAKHARI ALI GOLMAKANI

In this brief note, it is shown that the random hyperbolicity of a random linear cocycle is equivalent to having the Lipschitz shadowing property.

2014
ABBAS FAKHARI ALI GOLMAKANI Bryan L. Shader

In this brief note, it is shown that the random hyperbolicity of a random linear cocycle is equivalent to having the Lipschitz shadowing property.

Journal: :JOURNAL OF UNIVERSITY OF BABYLON for Pure and Applied Sciences 2018

Journal: :Proceedings of the American Mathematical Society 2016

2010
Peter Tiño Siang Yew Chong Xin Yao

Infinite population models of co-evolutionary dynamics are useful mathematical constructs hinting at the possibility of a wide variety of possible dynamical regimes from simple attractive fixed point behavior, periodic orbits to complex chaotic dynamics. We propose to use the framework of shadowing lemma to link such mathematical constructs to large finite population computer simulations. We al...

Journal: :Transactions of the American Mathematical Society 2004

Journal: :Journal of dental education 2006
Lauren E Mentasti Edward A Thibodeau

The purpose of this study was to characterize the average dental school applicant's participation in four nonacademic areas: shadowing, extracurricular activities, volunteer experiences, and research. Demographic, academic, and nonacademic information was compared for 12 percent of all applicants to U.S. dental schools in 2005. Applicants had an average GPA of 3.23 and DAT Academic Average of 1...

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