A general compartmental model for cholera is formulated that incorporates two pathways of
transmission, namely direct and indirect via contaminated water. Non-linear incidence …

A mathematical model for cholera is formulated that incorporates hyperinfectivity and
temporary immunity using distributed delays. The basic reproduction number R_0 is defined …

Cholera, an acute gastro-intestinal infection and a waterborne disease continues to emerge
in developing countries and remains an important global health challenge. In this paper, we …

Diverse modelling techniques in cholera epidemiology have been developed and used to
(1) study its transmission dynamics,(2) predict and manage cholera outbreaks, and (3) …

Cholera is an infectious intestinal disease which occurs as a result of poor sanitation and
lack of basic education in its transmission. It is characterized by profuse vomiting and severe …

A reaction–diffusion system modeling cholera epidemic in a non-homogeneously mixed
population is introduced. The interaction between population and toxigenic Vibrio cholerae …

To study the dynamical system, it is necessary to formulate the mathematical model to
understand the dynamics of various diseases which are spread in the world wide. The …

In this study, a system of first order ordinary differential equations is used to analyse the
dynamics of cholera disease via a mathematical model extended from Fung (2014) cholera …

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 …

In this work, we present and analyze amathematical epidemiological model for Vibrio
cholerae (Cholera) with an incorporated control strategy. Cholera is regarded generally as a …