Title : ( Some Residual Subsets in Iterated Function Systems )
Authors: maliheh mohtashamipour , Ali Reza Zamani Bahabadi ,
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Abstract
In this paper, we introduce weak stable points and orbitally shadowable points for iterated function systems. Then we prove that the set of weak stable points is residual. Also we show that transitivity property quarantees the existence of a residual subset of orbitally shadowable points in an iterated function system.
Keywords
, Iterated function system; Weak stable point; Orbitally shadowable point; Transitivity; Min, imality
@inproceedings{paperid:1070516,
author = {Mohtashamipour, Maliheh and Zamani Bahabadi, Ali Reza},
title = {Some Residual Subsets in Iterated Function Systems},
booktitle = {49th Annual Iranian Mathemtics Conference},
year = {2018},
location = {تهران, IRAN},
keywords = {Iterated function system; Weak stable point; Orbitally shadowable point; Transitivity; Min-
imality},
}
%0 Conference Proceedings
%T Some Residual Subsets in Iterated Function Systems
%A Mohtashamipour, Maliheh
%A Zamani Bahabadi, Ali Reza
%J 49th Annual Iranian Mathemtics Conference
%D 2018
