Numerical models are essential tools applied in predicting drought on day to day basis that involves taking current observations of weather and processing the data with the models to forecast the future state of weather ...

Malaria and Pneumonia have been the major causes of morbidities and mortilities in Kwale county in the past years. Majority of the people in the county who get pneumonia have a higher incidence of Malaria. Thus, even though ...

Schistosomiasis ranks second behind malaria in terms of its social, economic and public health impact in tropical and subtropical regions of the world. In this study a non-linear mathematical model is formulated to study ...

There are major advances which have been made to understand HEV and CML transmission dynamics but none of these have considered the effects of transmission parameters on the burden of HEV on CML prevalence in a co-infection ...

Influenza has posed a terrific public health concern. It has led to unacceptably high mortality rates especially to immune compromised persons worldwide. Efforts to effectively treat and combat the spread of influenza can ...

This study involves modelling healthcare financing in Kenya. The 2001 Abuja Declaration that requires governments to allocate at least fifteen percent (15%) of their total budgets to health and the universal $60 health per ...

Consider scattering of a time-harmonic acoustic incident plane wave by a sound soft convex curvilinear polygon with Lipschitz boundary. Standard boundary or finite element methods, with a piecewise polynomial approximation ...

Mathematical models are believed to achieve good results in prediction of disease prevalence’s. The progression of an infection within a host determines the capacity of a pathogen to spread to new hosts and to sustain ...

This work presents a new simple iteration method for solving different classes of non-linear ordinary and partial differential equations. The solution method extends the ideas of the fixed point iteration method to non-linear ...

A non-linear Mathematical model of typhoid fever disease incorporating protection is hereby considered to study the global stability of equilibrium points. To study the global stability of the disease free equilibrium point ...