Suppression of Onset of Thermal Convection

In this paper, we study numerical solutions of the time-space fractional wave equation in a complex domain. The fractional time is taken in the sense of the RiemannLiouville differential operator while the fractional space is assumed in the SrivastavaOwa differential operator. Here we employ some properties of the univalent functions in the unit disk to determine the upper bound of this solution. The maximal solution is illustrated in term of the generalized hypergeometric functions. Numerical solutions are determined for systems of fractional differential equation involved wave equation. Moreover, applications are illustrated. Optimal Control of Plasmodium Knowlesi Malaria in Malaysia Mohammed Baba Abdullahi, Yahya Abu Hasan, Farah Aini Abdullah Abstract. We present a SVIR + SI model to describe the interaction between human and Anopheles leucosphyrus group of mosquito population. Control strategies inform of vaccination, in susceptible human, treatment on infected humans and chemical and biological control against the mosquitoes. An optimal control approach is applied in order to find the best way out the disease. Numerical simulations of the problem, suggest that applying the three control measure can effectively reduce if not eliminate the spread of Plasmodium Knowlesi malaria in a Malaysia. We present a SVIR + SI model to describe the interaction between human and Anopheles leucosphyrus group of mosquito population. Control strategies inform of vaccination, in susceptible human, treatment on infected humans and chemical and biological control against the mosquitoes. An optimal control approach is applied in order to find the best way out the disease. Numerical simulations of the problem, suggest that applying the three control measure can effectively reduce if not eliminate the spread of Plasmodium Knowlesi malaria in a Malaysia.