PMID: 9656647Jul 10, 1998Paper

Analysis of a dengue disease transmission model

Mathematical Biosciences
Lourdes Esteva, C Vargas

Abstract

A model for the transmission of dengue fever in a constant human population and variable vector population is discussed. A complete global analysis is given, which uses the results of the theory of competitive systems and stability of periodic orbits, to establish the global stability of the endemic equilibrium. The control measures of the vector population are discussed in terms of the threshold condition, which governs the existence and stability of the endemic equilibrium.

References

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Citations

Nov 14, 2007·Bulletin of Mathematical Biology·Elamin H Elbasha
Aug 30, 2005·Bulletin of Mathematical Biology·Gustavo Cruz-PachecoCristobal Vargas
Aug 16, 2000·Mathematical Biosciences·L Esteva, C Vargas
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