Abstract Paper


Journal of Computational Mathametica

Title : Analysis of pathogen-immune interaction dynamics with three time delays
Author(s) : 1 P.Krishnapriya
Article Information : , 02-18
Affiliation(s) : Ramanujan Institute for Advanced Study in Mathematics, University of Madras, Chennai, Tamil Nadu, S.India.

Abstract :

Mathematical model for the effect of pathogen infection model with three delays are proposed and analyzed. Some analytical results on the global stability of pathogen free equilibrium and pathogen present equilibrium are obtained. The stability/instability of the positive steady state and associated Hopf bifurcation are investigated by ana- lyzing the characteristic equations.


Keywords : Pathogen, Bifurcation, Delays, Global stability, Lyapunov functionals.
Document Type : Research Paper
Publication date : December 24, 2017