Classification of suspensions over cartesian products of orientation-reversing diffeomorphisms of a circle

Classification of suspensions over cartesian products of orientation-reversing diffeomorphisms of a circle

This paper introduces class $G$ containing Cartesian products of orientation-changing rough transformations of the circle and studies their dynamics. As it is known from the paper of A. G. Maier non-wandering set of orientation-changing diffeomorphism of the circle consists of $2q$ periodic points,...

Full description

Bibliographic Details
Main Authors: Zinina Svetlana Kh., Pochinka Pavel I.
Format: Article
Language:English
Published: National Research Mordovia State University 2022-02-01
Series:Журнал Средневолжского математического общества
Subjects:
rough systems of differential equations”, “rough circle transformations”, “orientation-reversing circle transformations”, “Cartesian product of circle transformations”, “suspension over a diffeomorphism
Online Access:http://journal.svmo.ru/en/archive/article?id=1742

Internet

http://journal.svmo.ru/en/archive/article?id=1742

Similar Items