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A mathematical model of Cholera–Typhoid coinfection dynamics with a hygiene-driven contact rate
Lunga Matsebula
,
Farai Nyabadza
Mathematics and Applied Mathematics
University of Namibia
Emirates Aviation University
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Keyphrases
Mathematical Model
100%
Hygiene
100%
Contact Rate
100%
Co-infection Dynamics
100%
Poor Hygiene
66%
Africa
33%
Sub-Saharan Africa
33%
Asia
33%
Cholera
33%
System of Nonlinear Ordinary Differential Equations
33%
People Movement
33%
Direct Transmission
33%
Waterborne Diseases
33%
Public Health Impact
33%
Typhoid
33%
Sigmoid Function
33%
Public Health System
33%
Disease Burden
33%
Poor Countries
33%
Transmission Routes
33%
Engineering
Mathematical Modeling
100%
Contact Rate
100%
Mathematical Model
100%
Public Health
100%
Health System
50%
Nonlinear ordinary differential equations
50%
Direct Transmission
50%
Computer Science
Poorest Country
100%
Mathematical Modeling
100%
Ordinary differential equations
100%
Sigmoidal Function
100%
Mathematics
Mathematical Modeling
100%
Non-Linear Ordinary Differential Equations
100%
Cholera
100%
Physics
Operators (Mathematics)
100%
Mathematical Model
100%