A. A. AyoadeO. J. PeterF. A. OguntoluC.Y. IsholaS. Amadiegwu2025-05-052023-09-12A. A. Ayoade, O. J. Peter, F. A. Oguntolu, C. Y. Ishola & S Amadiegwu. (2018). On the Verification of Existence of Backward Bifurcation for A Mathematical Model of Cholera Dynamics. International Journal for Mathematical Analysis and Optimization: Theory and Applications. 312-3202814-0230http://repository.futminna.edu.ng:4000/handle/123456789/1869A cholera transmission model, which incorporates preventive measures, is studied qualitatively. The stability results together with the center manifold theory are used to investigate the existence of backward bifurcation for the model. The epidemiological consequence of backward bifurcation is that the disease may still persist in the population even when the classical requirement of the reproductive number being less than one is satisfied.enModelStabilityCenter manifold theoryBifurcationArticle