An epidemiological multi-delay model on Cassava Mosaic disease with delay-dependent parameters

Knowledge of the timing incubation period in plant and maturation vector are crucial our understanding born viral diseases design appropriate prevention. In this paper, we have formulated a model on dynamics for Cassava Mosaic considering vectors as time delay factors. The mathematical includes susceptible vectors, infected healthy plant, populations. Depending system parameters, identify conditions biological viability stability different steady states non-delay model. We perform analysis numerical simulation to evaluate various parameters? role demonstrate behavior dynamical regimes. suggest that may destabilize epidemiological dynamics. A coexistence equilibrium can lose at moderate level restore if is significant.