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Browsing Matemáticas by Author "Esteva, L"

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Browsing Matemáticas by Author "Esteva, L"

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  • Esteva, L; Vargas, C (1998)
    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 ...
  • Ferreira, CP; Yang, HM; Esteva, L (2008)
    The efficacy of biological control of Aedes aegypti mosquitoes using Sterile Insect Technique (SIT) is analyzed. This approach has shown to be very efficient on agricultural plagues and has become an alternative control ...
  • Esteva, L; Vargas, C (2003)
    We formulate a non-linear system of differential equations that models the dynamics of dengue fever. This disease is produced by any of the four serotypes of dengue arbovirus. Each serotype produces permanent immunity to ...
  • Esteva, L; Vargas, C (2000)
    We formulate a non-linear system of differential equations that models the dynamics of transmission of dengue fever. We consider vertical and mechanical transmission in the vector population, and study the effects that ...
  • Esteva, L; Yang, HM (2005)
    We propose a mathematical model to assess the effects of irradiated (or transgenic) male insects introduction in a previously infested region. The release of sterile male insects aims to displace gradually the natural ...
  • Esteva, L; Hadeler, KP (2002)
    For the basic versions of the SIR and SIRS epidemic models estimates for the maximal prevalence are computed in terms of the basic reproduction number and other relevant quantities. Maximal prevalence is studied as a ...
  • Esteva, L; Vargas, C (1999)
    A model for the transmission of dengue fever with variable human population size is analyzed. We find three threshold parameters which govern the existence of the endemic proportion equilibrium, the increase of the human ...
  • Esteva, L; Matias, M (2001)
    A model for a disease that is transmitted by vectors is formulated. All newborns are assumed susceptible, and human and vector populations are assumed to be constant. The model assumes a saturation effect in the incidences ...
  • Esteva, L; Rivas, G; Yang, HM (2006)
    Parasitism and predation are two ecological interactions that can occur simultaneously between two species. This is the case of Culicidae (Insecta: Diptera) and water mites (Acari: Hydrachnidia). The larva mites are parasites ...
  • Pinho, STR; Ferreira, CP; Esteva, L; Barreto, FR; Silva, VCME; Teixeira, MGL (2010)
    In this work, we use a mathematical model for dengue transmission with the aim of analysing and comparing two dengue epidemics that occurred in Salvador, Brazil, in 1995-1996 and 2002. Using real data, we obtain the force ...
  • Cruz-Pacheco, G; Esteva, L; Montano-Hirose, JA; Vargas, C (2005)
    In this work we formulate and analyze a mathematical model for the transmission of West Nile Virus (WNV) infection between vector (mosquito) and avian population. We find the Basic Reproductive Number R-0 in terms of ...
  • Cruz-Pacheco, G; Esteva, L; Vargas, C (2009)
    In this paper we analyze the impact of seasonal variations on the dynamics of West Nile Virus infection. We are interested in the generation of new epidemic peaks starting from an endemic state. In many cases, the oscillations ...
  • Alavez-Ramirez, J; Castellanos, JRA; Esteva, L; Flores, JA; Fuentes-Allen, JL; Gomez, G; García-Ramos, G; López-Estrada, J (2007)
    Mathematical models for the population dynamics of de novo resistant Mycobacterium tuberculosis within individuals are studied. The models address the use of one or two antimicrobial drugs for treating latent tuberculosis ...

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