References
- Mathematical Population Dynamics: Analysis of Heterogeneity v.1 Instability in an SIR-model with' age-dependent susceptibility V. Andreassen
- SIAM J. Appl. Math. v.48 Endemic thresholds and stability in a class of age-structured epidemics S. Busenberg;K. Cooke;M. Iannelli https://doi.org/10.1137/0148085
- Nankai Series in Pure, Applied Mathematics, and Theoretical Physics v.4 Dynamics of an age-structured epidemic model S. Busenberg;M. Cooke;M.Iannelli;S.-T. Liao(Eds.);T.-R.Ding(Eds.);Y.-Q. Ye(Eds.)
- Mathematical Biosciences v.150 Existence and uniqueness of endemic states for the age-structured S-I-R epidemic model Y. Cha;M. Iannelli;F. Milner https://doi.org/10.1016/S0025-5564(98)10006-8
- Mathematical Population Dynamics: Analysis of Heterogeneity v.1 Age structured SIR epidemic model with intra-cohort transmission M. Chipot;M. Iannelli;A. Pugliese
- J. Math. Biol. v.22 Proortionate mixing models for age-depedent infection transmission K. Dietz;D. Schenzle
- Nonl. Anal. T. M. A. v.11 Analysis of nonlinear integro-differential equations arising in age dependent epidemic models El Doma https://doi.org/10.1016/0362-546X(87)90060-5
- SIAM J. Math. Anal. v.23 Analytical and Numerical Results for The Age-Structured S-I-S Model with Mixed Inter-Intracohort Transmission M. Iannelli, F.;A. Milner;A. Pugliese https://doi.org/10.1137/0523034
- J. Math. Biol. v.28 Threshold and stability results for an age-structured epidemic model H. Inaba
- Differential Equations Models in Biology, Epidemiology and Ecology, Lectures Nates in Biomathematics v.92 Stability change for the endemic equilibrium in age-structured models for the spread of S-I-R type infectious diseases H. Thieme https://doi.org/10.1007/978-3-642-45692-3_10