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Mathematical Modeling and Analysis of TB and COVID-19 Coinfection
Kassahun Getnet Mekonen
, Shiferaw Feyissa Balcha
, Legesse Lemecha Obsu
,
Abdulkadir Hassen
Mathematics
Rowan University
Research output
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peer-review
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Dive into the research topics of 'Mathematical Modeling and Analysis of TB and COVID-19 Coinfection'. Together they form a unique fingerprint.
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Keyphrases
Mathematical Analysis
100%
Mathematical Modeling
100%
Mycobacterium Tuberculosis (M. tb)
100%
Co-infection
100%
COVID-19
100%
Disease-free Equilibrium Point
66%
Mathematical Model
33%
Infectious Diseases
33%
Stability Analysis
33%
Fever
33%
Cough
33%
Co-infection Model
33%
Sensitivity Analysis
33%
Simulation Case
33%
Transmission Dynamics
33%
Incubation Period
33%
Coronavirus
33%
Analytical Results
33%
Equilibrium Point
33%
Bifurcation Analysis
33%
Basic Reproduction number
33%
Well-posedness
33%
System of Nonlinear Ordinary Differential Equations
33%
Globally Stable
33%
Reproduction number
33%
Difficulty Breathing
33%
Mathematics
Mathematical Modeling
100%
Mathematical Analysis
100%
Reproduction Number
100%
Submodels
100%
Equilibrium Point
100%
Free Equilibrium
100%
Stability Analysis
50%
Ordinary Differential Equation
50%
Boundedness
50%
Incubation Period
50%
Point of Equilibrium
50%