The analysis and interpretation of the all exist unstable equilibrium points of cervical cancer mathematical modeling
The previous work was already giving us condition for the existence of unstable equilibrium points of cervical cancer mathematical modeling. In this paper, we will analyze that unstable equilibrium point. There are four unstable equilibrium points, under some certain condition. The first is equilibrium point with zero pre-cancer cells. Even though this equilibrium point exists theoretically, but this is not realistic because another condition needs proliferation rate of pre-cancer cells higher that apoptosis rate of pre-cancer cells. The second is , condition with no susceptible, infected and virus, but pre-cancer cells and cancer cells are exist. We can say that the patient probably will not survive because all cervical cells become pre-cancer and cancer cells. The third is , condition with susceptible cells in carrying capacity, no infected and virus, but pre-cancer cells and cancer cells exist. The last is , the endemic equilibrium point.