Amanote Research
Register
Sign In
Dynamical Transmission and Mathematical Analysis of SIR Measles Epidemiological Model
International Journal of Diabetes & Metabolic Disorders
doi 10.33140/ijdmd/03/03/00002
Full Text
Open PDF
Abstract
Available in
full text
Date
September 20, 2018
Authors
Unknown
Publisher
Opast Group LLC
Related search
Dynamical Behavior of a New Epidemiological Model
Journal of Applied Mathematics
Applied Mathematics
Analysis of a Patch Model for the Dynamical Transmission of Echinococcosis
Abstract and Applied Analysis
Applied Mathematics
Analysis
Dynamical Behavior and Stability Analysis in a Hybrid Epidemiological-Economic Model With Incubation
Abstract and Applied Analysis
Applied Mathematics
Analysis
Bifurcation Analysis of an SIR Epidemic Model With the Contact Transmission Function
Abstract and Applied Analysis
Applied Mathematics
Analysis
Sentinels for an Epidemiological SIR Model With Spatial Diffusion
Mathematica
Mathematics
Dynamical Behavior of a Stage Structured Eco-Epidemiological Model
Differential Equations & Applications
A Mathematical Model of Measles With Vaccination and Two Phases of Infectiousness
IOSR Journal of Mathematics
A ‘Post-Honeymoon’ Measles Epidemic in Burundi: Mathematical Model-Based Analysis and Implications for Vaccination Timing
PeerJ
Genetics
Molecular Biology
Biochemistry
Biological Sciences
Medicine
Agricultural
Neuroscience
The Epidemiological Characteristics of Measles and Difficulties of Measles Elimination in Hang Zhou, China
Human Vaccines and Immunotherapeutics
Medicine
Allergy
Immunology
Pharmacology