Stability results for impulsive differential systems with applications to population growth models

References

• Erbe , L. H , Freedman , H. I , Liu , X. Z and Wu , J. H . 1991 . Comparison principles for impulsive parabolic equations with applications to models of single species growth . Journal of Australian Mathematical Society series:B , 32 : 382 – 400 .
   Google Scholar
• Freedman , H. I. 1987 . Deterministic Mathematical Models in Population Ecology , Edmonton : HIFR Consulting Ltd .
   Google Scholar
• Lakshmikantham , V , Bainov , D. D and Simeonov , P. S . 1989 . Theory of Impulsive Differential Equations , Singapore : World Scientific .
   Google Scholar
• Lakshmikantham , V and Liu , X. Z . 1989 . Stability criteria for impulsive differential equations in terms of two measures . Journal Mathematical Analysis and Applications , 137 : 591 – 604 .
   Web of Science ®Google Scholar
• Liu , X. Z . 1990 . “ Stability theory for impulsive differential equations in terms of two measures ” . In Differential Equations, Stability and Control , Edited by: Elaydi , S. 61 – 70 . Marcel Dekker .
   Google Scholar