Bi-Entropy of Bi-Dynamical systems

Al Doury, Taha Hameed Jasim; Al Kutaibi, Salim Hassan

Bi-Entropy of Bi-Dynamical systems

Varying Title:	ثنائي الانتروبي لثنائي النظم الديناميكية
Main Author:	Al Doury, Taha Hameed Jasim (Author)
Other Authors:	Al Kutaibi, Salim Hassan
Date:	2006
Place:	تكريت
Pages:	1 - 82
MD No.:	558564
Content Type:	رسائل جامعية
Language:	English
Degree Type:	رسالة دكتوراه
Granting Institution:	جامعة تكريت
College:	كلية التربية
Country:	العراق
Database(s):	Dissertations
Subjects:	علوم الرياضيات \| النظم الديناميكية \| ثنائي الانتروبي
Online Access:	صفحة العنوان المستخلص قائمة المحتويات 24 صفحة الأولى The publisher of this item did not allow it to be available for download.

Abstract:

In 1965, Adler R.L., Koheim A.G. and Mcandrew M.H., presented a definition of topological entropy with respect to cover and presented a definition of topological entropy as a continuous maps with respect to cover and then of topological entropy of continuous map with respect to all covers in order to reach at the entropy of Dynamical Systems as well as many characteristics of entropy on the different levels mentioned above. The Dissertation examined some of the relations between the characteristics presenting proofs which are suitable as a base for dependable topics through out the Dissertation. In 1969 Kolyada S. and Snoha L., presented definitions of topological entropy of a sequence of continuous maps and the equivalence between the definitions of Adler and Kolyada with the proof of their equivalence. This Dissertation is concerned with bi-entropy of bi-dynamical systems and it reached at some propositions and proofs presented for the first time in section two from chapter three, and there is an open equation about finding the entropy of sub shift by block map in a form suitable to the definitions presented in the compact spaces.

Bi-Entropy of Bi-Dynamical systems

Similar Items

User's Manual

Video Tutorials