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Documents  Diekmann, Odo | enregistrements trouvés : 2

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Dynamical Systems and Ordinary Differential Equations;Mathematics in Science and Technology

The aim is to describe the distribution of immune status in an age-structured population on the basis of a within-host sub-model [1] for continuous waning and occasional boosting. Inspired by both Feller's fundamental work [2] and the more recent delay equation formulation of physiologically structured populations [3,4], we derive, for a given force of infection, a linear renewal equation that can be solved by successive approximation, i.e., by generation expansion (with the generation number corresponding to the number of times an individual became infected).
In joint work in progress with Wilfred de Graaf, Peter Teunis and Mirjam Kretzschmar we want to use either the generation expansion or an invariant/stable distribution as the starting point for the efficient computation of coarse statistics.
The aim is to describe the distribution of immune status in an age-structured population on the basis of a within-host sub-model [1] for continuous waning and occasional boosting. Inspired by both Feller's fundamental work [2] and the more recent delay equation formulation of physiologically structured populations [3,4], we derive, for a given force of infection, a linear renewal equation that can be solved by successive approximation, i.e., by ...

92D30 ; 60J75 ; 45D05

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- xiv; 502 p.
ISBN 978-0-691-15539-5

Princeton series in theoretical and computational biology

Localisation : Ouvrage RdC (DIEK)

épidémiologie # biomathématiques # maladies infectieuses # modèle mathématique # stochastique # déterministe # inférence

92-02 ; 92D30 ; 92B05

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