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The model describes the dynamics of gene selection under sexual reproduction in a closed vector population.
This could reduce the vector population and serve as a complementary tool for malaria elimination.
When the primary purpose is to suppress the vector population, OPs are likely to be effective.
One way to prevent those epidemics is to control the vector population.
Knowledge of vector population genetic structure is critical for vector-borne disease control and prevention strategies.
Population differentiation at the gdv1 locus may be affected by varying levels of malaria infection endemicity or different vector population ecology.
The purpose of this paper is to develop a spatio-temporal description of the vector population dynamics at the scale of a village.
The vector population dynamics model is then combined with an epidemiological model to study the feasibility of controlling a malaria epidemic.
The vector population dynamics is derived from a diffusion equation that is based on environmental parameters at the scale of a remote-sensing image.
We divide the vector population into a susceptible class (S t)) and an infected class (I t)).
Thus the reproduction rate of the vector population is diminished by a factor of (1 - u_{3}).
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CEO of Professional Science Editing for Scientists @ prosciediting.com