[PDF][PDF] On a generalized time-varying SEIR epidemic model with mixed point and distributed time-varying delays and combined regular and impulsive vaccination …
M De la Sen, RP Agarwal, A Ibeas… - Advances in Difference …, 2010 - Springer
This paper discusses a generalized time-varying SEIR propagation disease model subject
to delays which potentially involves mixed regular and impulsive vaccination rules. The
model takes also into account the natural population growing and the mortality associated to
the disease, and the potential presence of disease endemic thresholds for both the infected
and infectious population dynamics as well as the lost of immunity of newborns. The
presence of outsider infectious is also considered. It is assumed that there is a finite number …
to delays which potentially involves mixed regular and impulsive vaccination rules. The
model takes also into account the natural population growing and the mortality associated to
the disease, and the potential presence of disease endemic thresholds for both the infected
and infectious population dynamics as well as the lost of immunity of newborns. The
presence of outsider infectious is also considered. It is assumed that there is a finite number …
On a Generalized Time-Varying SEIR Epidemic Model with Mixed Point and Distributed Time-Varying Delays and Combined Regular and Impulsive Vaccination …
M De la Sen Parte, A Agarwal, A Ibeas Hernández… - 2010 - addi.ehu.es
This paper discusses a generalized time-varying SEIR propagation disease model subject
to delays which potentially involves mixed regular and impulsive vaccination rules. The
model takes also into account the natural population growing and the mortality associated to
the disease, and the potential presence of disease endemic thresholds for both the infected
and infectious population dynamics as well as the lost of immunity of newborns. The
presence of outsider infectious is also considered. It is assumed that there is a finite number …
to delays which potentially involves mixed regular and impulsive vaccination rules. The
model takes also into account the natural population growing and the mortality associated to
the disease, and the potential presence of disease endemic thresholds for both the infected
and infectious population dynamics as well as the lost of immunity of newborns. The
presence of outsider infectious is also considered. It is assumed that there is a finite number …
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