In this paper, we propose a general partial differential equation (PDE) model of cholera
epidemics that extends previous mathematical cholera studies. Our new formation concerns …

This paper deals with the problem of the prediction and control of cholera outbreak using
real data of Cameroon. We first develop and analyze a deterministic model with seasonality …

A model of waterborne disease epidemics in a multipatch network is studied. The model
considers the dynamics of susceptible, asymptomatic and symptomatic individuals, as well …

Understanding the spatio-temporal dynamics of cholera outbreaks may help in devising
more effective control procedures. In this paper, we have considered a reaction–diffusion …

This paper aims to show the global behaviour of a viral kinetic model with two time delays
and general incidence rate. For the basic reproduction number R0< 1, the disease-free …

Feces (human waste) that are contaminated with Vibrio cholerae bacteria are mostly found
on water surfaces. The bacteria can transmit through food, such as uncleaned vegetables …

A networked connectivity model of waterborne disease epidemics on a site of n communities
is studied. Existence and local stability analysis for both the disease-free equilibrium and the …

Re-emergence of cholera threatens people's health globally. However, its periodic re-
emerging outbreaks are still poorly understood. In this paper, we develop a simple ordinary …

Cholera is an infection of the small intestine by some strains of the bacterium Vibrio
Cholerae. This disease is a deadly disease that necessitates efficient prevention and control …

We propose a cholera model with coupled reaction-diffusion equations and ordinary
differential equations for discussing the effects of spatial heterogeneity, horizontal …