I.T. Mohammed
Department Of Mathematics And Stastitics Osun State Polytechnic Iree, Nigeria
Mathematical Analysis Of The Effect Of Growth Rate Of Vibriocholera In The Dynamical Spread Of Cholera
This paper presents a deterministic compartmental model of (SLIRBP) to investigate the activities of bacteriophage on the growth of vibrio-cholera. The model which incorporated the growth rate of vibrio- cholera was analyzed mathematically. It shows that the model has a disease free equilibrium (DFE) which is locally asymptotically stable whenever the associated reproduction number of the model is less

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