Literature DB >> 12886804

An individual-based model of Plasmodium falciparum malaria transmission on the coast of Kenya.

Weidong Gu1, Gerry F Killeen, Charles M Mbogo, James L Regens, John I Githure, John C Beier.   

Abstract

Individual-based models provide powerful tools to model complex interactions characterized by individual variability. This paper presents an object-oriented design for individual-based modelling of Plasmodium falciparum malaria transmission. Two kinds of objects, human and mosquito, that exhibit variability among individuals for parameters such as recovery and survival rates are defined. The model tracks the dynamics of human hosts and adult female mosquitoes individually. Immunity, modelled as a function of exposure history, is represented by reduced susceptibility and increased recovery rate. The model was calibrated using epidemiological data collected at 30 sites along the coast of Kenya. The sites were grouped into low, intermediate and high transmission based on mean daily human-biting rates. Simulation results show that malaria transmission was stable even in low transmission areas where the human-biting rate is approximately 0.5 bite per day. The model was used to examine the effect of infection control programmes that aim at interrupting transmission by reducing human-vector contact rates and implementing active case detection and drug treatment of infections. With this intervention, local elimination of malaria is likely with a probability of extinction of approximately 0.8 in low transmission areas. However, a small amount of immigration (> 0.3%) by infected people into the community could prevent local extinction of the parasite. In intermediate and high transmission areas, reduction in prevalence is short-lived and the probability of local elimination is low, even at high coverage levels of the intervention.

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Year:  2003        PMID: 12886804     DOI: 10.1016/s0035-9203(03)90018-6

Source DB:  PubMed          Journal:  Trans R Soc Trop Med Hyg        ISSN: 0035-9203            Impact factor:   2.184


  32 in total

1.  Source reduction of mosquito larval habitats has unexpected consequences on malaria transmission.

Authors:  Weidong Gu; James L Regens; John C Beier; Robert J Novak
Journal:  Proc Natl Acad Sci U S A       Date:  2006-11-03       Impact factor: 11.205

2.  Annual Versus Biannual Mass Azithromycin Distribution and Malaria Parasitemia During the Peak Transmission Season Among Children in Niger.

Authors:  Catherine E Oldenburg; Abdou Amza; Boubacar Kadri; Beido Nassirou; Sun Y Cotter; Nicole E Stoller; Sheila K West; Robin L Bailey; Travis C Porco; Jeremy D Keenan; Thomas M Lietman; Bruce D Gaynor
Journal:  Pediatr Infect Dis J       Date:  2018-06       Impact factor: 2.129

3.  An age-structured model to evaluate the potential of novel malaria-control interventions: a case study of fungal biopesticide sprays.

Authors:  P A Hancock; M B Thomas; H C J Godfray
Journal:  Proc Biol Sci       Date:  2009-01-07       Impact factor: 5.349

Review 4.  Climate, environmental and socio-economic change: weighing up the balance in vector-borne disease transmission.

Authors:  Paul E Parham; Joanna Waldock; George K Christophides; Deborah Hemming; Folashade Agusto; Katherine J Evans; Nina Fefferman; Holly Gaff; Abba Gumel; Shannon LaDeau; Suzanne Lenhart; Ronald E Mickens; Elena N Naumova; Richard S Ostfeld; Paul D Ready; Matthew B Thomas; Jorge Velasco-Hernandez; Edwin Michael
Journal:  Philos Trans R Soc Lond B Biol Sci       Date:  2015-04-05       Impact factor: 6.237

5.  Impact of mass azithromycin distribution on malaria parasitemia during the low-transmission season in Niger: a cluster-randomized trial.

Authors:  Bruce D Gaynor; Abdou Amza; Boubacar Kadri; Baido Nassirou; Ousmane Lawan; Laouali Maman; Nicole E Stoller; Sun N Yu; Stephanie A Chin; Sheila K West; Robin L Bailey; Philip J Rosenthal; Jeremy D Keenan; Travis C Porco; Thomas M Lietman
Journal:  Am J Trop Med Hyg       Date:  2014-03-10       Impact factor: 2.345

6.  Mosquito species abundance and diversity in Malindi, Kenya and their potential implication in pathogen transmission.

Authors:  Joseph M Mwangangi; Janet Midega; Samuel Kahindi; Laban Njoroge; Joseph Nzovu; John Githure; Charles M Mbogo; John C Beier
Journal:  Parasitol Res       Date:  2011-05-31       Impact factor: 2.289

7.  Modeling the human infectious reservoir for malaria control: does heterogeneity matter?

Authors:  Elsa Hansen; Caroline O Buckee
Journal:  Trends Parasitol       Date:  2013-04-15

8.  On the delayed Ross-Macdonald model for malaria transmission.

Authors:  Shigui Ruan; Dongmei Xiao; John C Beier
Journal:  Bull Math Biol       Date:  2008-01-30       Impact factor: 1.758

9.  The role of simple mathematical models in malaria elimination strategy design.

Authors:  Lisa J White; Richard J Maude; Wirichada Pongtavornpinyo; Sompob Saralamba; Ricardo Aguas; Thierry Van Effelterre; Nicholas P J Day; Nicholas J White
Journal:  Malar J       Date:  2009-09-14       Impact factor: 2.979

10.  Mathematical Analysis of the Ross-Macdonald Model with Quarantine.

Authors:  Xiulei Jin; Shuwan Jin; Daozhou Gao
Journal:  Bull Math Biol       Date:  2020-04-02       Impact factor: 1.758

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