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Thus, there is a unique endemic equilibrium point with all the partial populations being nonnegative.
Note that if Theorems 4.2 and 4.3 hold then all the limit values at infinity of the partial populations exist since the total population is uniformly bounded and all the partial populations are nonnegative for all time.
As these are all partial populations, the positivity of the controlled SEIR-model combined with the observer is preserved.
The positivity of such a model is also discussed as well as the boundedness of the total and partial populations.
It is proven that there is a unique equilibrium point with physical meaning since all the partial populations are nonnegative.
First note that all the partial populations are defined by continuous-time differentiable functions from (1.1)–(1.1).
Similar(31)
The effect of risk factor misclassification on the partial population attributable risk.
Then, if any partial population is negative, it is zero at some previous time instant.
The analysis in this paper is guided by a theoretical framework of technology adoption under partial population exposure proposed by Diagne and Demont (2007).
Assume that the SVEIRS model is positive (in the sense that no partial population reaches a negative value for any time under nonnegative initial conditions) and, furthermore, that the susceptible and vaccinated populations remain positive for all time.
Intensity of the long-wavelength component of the exciton band attributed to the trans conformation increases with the temperature and with excitation wavelength indicating partial population of this state via thermally activated energy transfer.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com