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Title of Thesis

Asymptotic Behavior of Solutions for a Class of Semi-linear Differential Systems in Finite Dimensional Spaces

Author(s)

Akbar Zada

Institute/University/Department Details
Abdus Salam School of Mathematical Sciences / GC University, Lahore
Session
2005
Subject
Mathematics
Number of Pages
58
Keywords (Extracted from title, table of contents and abstract of thesis)
Asymptotic, Dimensional, Spaces, Class, Systems, Solutions, Dichotomic, Bounded, Spectral, Future

Abstract
Not Available

Download Full Thesis
271 KB
S. No. Chapter Title of the Chapters Page Size (KB)
1 0 CONTENTS
 

 

v
46 KB
2 1 PRELIMINARIES

1.1 Spectral Decomposition Theorem in The Continuous Case
1.2 Spectral Decomposition Theorem in The Discrete Case

 

8
116 KB
3 2 DICHOTOMIC SYSTEM ON CM

2.1 Dichotomy and Bounded-ness in The Continuous Case
2.2 Dichotomy and Bounded-ness in The Discrete Case
2.3 Dichotomy and Bounded-ness of Operators Acting on Banach Spaces

17
141 KB
4 3 ASYMPTOTIC BEHAVIOR OF THE SOLUTIONS FOR THE TIME-DEPENDENT PERIODIC SYSTEMS

3.1 Some Preliminary Results
3.2 Bounded-ness and Exponential Stability
3.3 Future research and further references

30
128 KB
5 4 BIBLIOGRAPHY

 

42
87 KB