Advances in Infectious Diseases

Advances in Infectious Diseases

ISSN Print: 2164-2648
ISSN Online: 2164-2656
www.scirp.org/journal/aid
E-mail: aid@scirp.org
"Temporal Model for Dengue Disease with Treatment"
written by Laurencia Ndelamo Massawe, Estomih S. Massawe, Oluwole D. Makinde,
published by Advances in Infectious Diseases, Vol.5 No.1, 2015
has been cited by the following article(s):
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[12] Optimal control strategies for dengue fever spread in Johor, Malaysia
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[13] Mathematical modeling and analysis with various parameters, for infection dynamics of Tuberculosis
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[14] Analyze of SEIR Dengue Infectious Transmission Model with Vaccination
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[15] Modeling the dynamics and transmission of cassava mosaic disease in Tanzania
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[16] An eco-epidemiological model for Newcastle disease in central zone Tanzania
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[17] Mathematical modeling of the effect of seasonal weather variations on the dynamics of plague disease
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[18] Modeling the dynamics and control of cassava mosaic disease
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[19] Mathematical Model for 4 Serotypes of Dengue Virus with Vaccination
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[20] Modelling Infectiology and Optimal Control of Dengue Fever Disease Epidemics in Tanzania
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[21] An Eco-epidemiological Model for Newcastle Disease in Central Zone of Tanzania
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[22] Modeling the Effect of Stress and Stigma on the Transmission and Control of Tuberculosis Infection
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[23] Stability Analysis of Bubonic Plague Model with the Causing Pathogen Yersinia pestis in the Environment
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[24] Modeling the Impact of Vaccination on the Epidemiology of Measles in A Metapopulation
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[25] Mathematical Modeling on the Spread of Awareness Information to Infant Vaccination
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[26] Modeling and stability analysis for measles metapopulation models with vaccination
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[27] ON PARAMETER ESTIMATION AND VALIDATION OF DENGUE EPIDEMIC IN TANZANIA
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[28] Dengue in Tanzania-Vector Control and Vaccination
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[29] Modelling Infectiology and Optimal Control of Dengue Epidemic
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[30] Modelling infectiology of dengue epidemic
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[31] Modeling and Stability Analysis for Measles Metapopulation Model with Vaccination
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[32] Mathematical Modelling of the Effects of Vector Control, Treatment and Mass Awareness on the Transmission Dynamics of Dengue Fever
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