Literature DB >> 12518846

A biologic basis for integrated malaria control.

F Ellis McKenzie1, J Kevin Baird, John C Beier, Altaf A Lal, William H Bossert.   

Abstract

In a series of models of Plasmodium falciparum dynamics, spontaneous local extinctions of the parasite sometimes occurred under steady, perennial-transmission conditions. These extinctions occurred only with extremely low mosquito densities or when the parameter describing the duration of human infection-blocking immunity was at its maximum value, and, simultaneously, those describing vector survivorship and the duration of human infectivity were at their minimum values. The range and frequency of extinctions increased with seasonal transmission, and decreased with the emergence of recombinant genotypes. Here we extend the immunity parameter up to levels that would describe a successful vaccine, and examine the combined influences of seasonality, genotype cross-reactivity, meiotic recombination, and human population turnover on parasite persistence. As Ross did 90 years ago, we conclude that malaria control programs that encompass several methods and targets of intervention are the most likely to succeed. Success is more likely if programs are cognizant of local circumstances of transmission, and, within that context, aim to reduce vector survivorship and human infectivity as well as augment human immunity.

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Year:  2002        PMID: 12518846      PMCID: PMC2504331          DOI: 10.4269/ajtmh.2002.67.571

Source DB:  PubMed          Journal:  Am J Trop Med Hyg        ISSN: 0002-9637            Impact factor:   2.345


  16 in total

Review 1.  Why model malaria?

Authors:  F E McKenzie
Journal:  Parasitol Today       Date:  2000-12

2.  Estimating the effects of successful malarial control programmes on mortality.

Authors:  J E Cohen
Journal:  Popul Bull UN       Date:  1988

3.  Discrete-Event Simulation Models of Plasmodium falciparum Malaria.

Authors:  F Ellis McKenzie; Roger C Wong; William H Bossert
Journal:  Simulation       Date:  1998       Impact factor: 1.377

4.  SEASONALITY, PARASITE DIVERSITY, AND LOCAL EXTINCTIONS IN PLASMODIUM FALCIPARUM MALARIA.

Authors:  F Ellis McKenzie; Gerry F Killeen; John C Beier; William H Bossert
Journal:  Ecology       Date:  2001       Impact factor: 5.499

5.  The duration of untreated or inadequately treated Plasmodium falciparum infections in the human host.

Authors:  D E EYLES; M D YOUNG
Journal:  J Natl Malar Soc       Date:  1951-12

6.  Efficacy and cost-effectiveness of environmental management for malaria control.

Authors:  J Utzinger; Y Tozan; B H Singer
Journal:  Trop Med Int Health       Date:  2001-09       Impact factor: 2.622

7.  Short report: entomologic inoculation rates and Plasmodium falciparum malaria prevalence in Africa.

Authors:  J C Beier; G F Killeen; J I Githure
Journal:  Am J Trop Med Hyg       Date:  1999-07       Impact factor: 2.345

8.  Meiotic recombination, cross-reactivity, and persistence in Plasmodium falciparum.

Authors:  F E McKenzie; M U Ferreira; J K Baird; G Snounou; W H Bossert
Journal:  Evolution       Date:  2001-07       Impact factor: 3.694

9.  Differential effect and interaction of monocytes, hyperimmune sera, and immunoglobulin G on the growth of asexual stage Plasmodium falciparum parasites.

Authors:  Y P Shi; V Udhayakumar; A J Oloo; B L Nahlen; A A Lal
Journal:  Am J Trop Med Hyg       Date:  1999-01       Impact factor: 2.345

10.  Discrete-Event Models of Mixed-Phenotype Plasmodium falciparum Malaria.

Authors:  F Ellis McKenzie; Roger C Wong; William H Bossert
Journal:  Simulation       Date:  1999       Impact factor: 1.377

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  18 in total

Review 1.  The role of mathematical modeling in evidence-based malaria control.

Authors:  F Ellis McKenzie; Ebrahim M Samba
Journal:  Am J Trop Med Hyg       Date:  2004-08       Impact factor: 2.345

2.  The role of mathematical modelling in guiding the science and economics of malaria elimination.

Authors:  Richard J Maude; Yoel Lubell; Duong Socheat; Shunmay Yeung; Sompob Saralamba; Wirichada Pongtavornpinyo; Ben S Cooper; Arjen M Dondorp; Nicholas J White; Lisa J White
Journal:  Int Health       Date:  2010-12       Impact factor: 2.473

3.  Interrupting malaria transmission: quantifying the impact of interventions in regions of low to moderate transmission.

Authors:  Michelle L Gatton; Qin Cheng
Journal:  PLoS One       Date:  2010-12-02       Impact factor: 3.240

4.  Development of a new version of the Liverpool Malaria Model. I. Refining the parameter settings and mathematical formulation of basic processes based on a literature review.

Authors:  Volker Ermert; Andreas H Fink; Anne E Jones; Andrew P Morse
Journal:  Malar J       Date:  2011-02-11       Impact factor: 2.979

5.  Combining fungal biopesticides and insecticide-treated bednets to enhance malaria control.

Authors:  Penelope A Hancock
Journal:  PLoS Comput Biol       Date:  2009-10-02       Impact factor: 4.475

6.  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

Review 7.  Global status of DDT and its alternatives for use in vector control to prevent disease.

Authors:  Henk van den Berg
Journal:  Environ Health Perspect       Date:  2009-05-29       Impact factor: 9.031

8.  A potential threat to malaria elimination: extensive deltamethrin and DDT resistance to Anopheles sinensis from the malaria-endemic areas in China.

Authors:  Duo-quan Wang; Zhi-gui Xia; Shui-sen Zhou; Xiao-nong Zhou; Ru-bo Wang; Qing-feng Zhang
Journal:  Malar J       Date:  2013-05-17       Impact factor: 2.979

9.  A mathematical model of the impact of present and future malaria vaccines.

Authors:  Edward A Wenger; Philip A Eckhoff
Journal:  Malar J       Date:  2013-04-15       Impact factor: 2.979

10.  Malaria parasite diversity and transmission intensity affect development of parasitological immunity in a mathematical model.

Authors:  Philip A Eckhoff
Journal:  Malar J       Date:  2012-12-15       Impact factor: 2.979

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