2014Journal of BiomathematicsRequires access

Stability of a Class of Epidemic Model with Latent Period

Xiao Sun

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Abstract

A SEIQR epidemic model with infectious force in latent period is studied.We get the threshold,the basic reproductive number,which determines whether a disease is extinct or not.The existence and global stabilities of the disease-free equilibrium and endemic equilibrium are proved.

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A SEIQR epidemic model with infectious force in latent period is studied.We get the threshold,the basic reproductive number,which determines whether a disease is extinct or not.The existence and global stabilities of the disease-free equilibrium and endemic equilibrium are proved.

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Available abstract

A SEIQR epidemic model with infectious force in latent period is studied.We get the threshold,the basic reproductive number,which determines whether a disease is extinct or not.The existence and global stabilities of the disease-free equilibrium and endemic equilibrium are proved.

Key concepts: Basic reproduction number, Period (music), Epidemic model, Infectious disease (medical specialty), Stability (learning theory), Class (philosophy), Mathematics, Econometrics

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