editor@ijirct.org        

Published in:

Volume 2 Issue 3
December-2016
eISSN: 2454-5988

 

Unique Identifier

 

IJIRCT1601025


 

Page Number

 
150-155

 

 

Share This Article

 

 


Paper Details

Title

Global exponential stability for Lotka-Volterra population model with time varying delays


Abstract

The global exponential stability for a competitive Lotka-Volterra population model with time varying delays is investigated. A novel exponential stability criterion for the system is derived using the Lyapunov method. These stability conditions are formulated as linear matrix inequalities (LMIs) which can be easily solved by various convex optimization algorithms. An example is given to illustrate the usefulness of our proposed method.


Key Words

Global exponential stability, Lotka-Volterra system, Linear Matrix Inequality, Time-varying delay

 

Click here for Article Preview

It appears you don't have Adobe Reader or PDF support in this web browser. Click here for view PDF

Download Paper

 

Print This Page

 

Download Citations

 

Download Counter

005