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Stability change for the endemic equilibrium in age-structured models for the spread of S-I-R type infectious diseases
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[
H. Thieme
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Differential Equations Models in Biology, Epidemiology and Ecology,Lectures Notes in Biomathematics
DOI
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2 |
Existence and uniqueness of endemic states for an epidemic model with external force of infection
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[
Y. Cha
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Commun. Korean Math. Soc.
과학기술학회마을
DOI
ScienceOn
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3 |
Stability change of an epidemic model
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[
Y. Cha;M. Iannelli;F. Milner
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Dynamic Systems and Applications
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4 |
Existence and uniqueness of endemic states for the age-structured S-I-R epidemic model
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[
Y. Cha;M. Iannelli;F. Milner
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Mathematical Biosciences
DOI
ScienceOn
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5 |
Mathematical Theory of Age-Structured Population Dynamics
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[
M. Iannelli
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Applied Mathematics Monographs
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6 |
Threshold and stability results for an age-structured epidemic model
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[
H. Inaba
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J. Math. Biol.
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7 |
Proportionate mixing models for age-dependent infection transmission
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[
K. Dietz;D. Schenzle
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J. Math. Biol.
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8 |
Instability in an SIR-model with age-dependent susceptibility;Theory of Epidemics
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[
V. Andreassen
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Proc.
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9 |
Age structured SIR epidemic model with intra-cohort transmission;Theory of Epidemics
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[
M. Chipot;M. Iannelli;A. Pugliese
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Mathematical Population Dynamics: Analysis of Heterogeneity;Proc. '3rd International Conference on Mathematical Population dynamics
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