Study on Mathematical Model for Dengue Transmission

Analysis of a Mathematical Model for Dengue Transmission and Infection Dynamics

Abstract

In this model a lot of four conditions for people and three conditions for mosquitoes has beenmade. Here, up to17 parameters and 7 states have been characterized. The model has been additionallyimproved to partial amounts to take out figuring troubles. The model has been subjectively reached out tonumerous locales with legitimate presumptions. Further, the model has been broke down. It has beenindicated that there exists an area where the model is epidemiologically and numerically well-presented.The model incorporates a period delay between a T-cell ending up inactively tainted and beneficiallycontaminated. The model has an infection free and a ceaseless disease balance. It is indicated that themodel has Andronov-Hopf bifurcations prompting farthest point cycle conduct in the interminablecontamination locale at basic estimations of the time delays.