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International Conference on Mathematical Biology and

Annual Meeting of The Society for Mathematical Biology,

July 27-30, 2009

University of British Columbia, Vancouver

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Program

MSA4Woodward 4;   10:15 am - 12:15 pm, July 27
TitleRecent Progress and Challenges in Malaria Modeling
OrganizerMiranda Teboh-Ewungkem
Lafayette College
AbstractThe aim of this minisymposium is to bring together scientists with current research in malaria dynamics to share their work for the common purpose of advancing research in malaria. A second goal is to achieve learning and awareness of what others are currently doing in the field. The speakers are to address recent advances and challenges in malaria modeling and how better and sustainable control schemes may be achieved. Some of these include: the study of the mosquito population, the within-vector dynamics of the malaria parasites, the inclusion of vaccine therapies and also drug resistance in the modeling of the malaria parasite and how these will apply to designing effective control schemes.
Speaker 1Jeremy Thibodeaux
University of Central Oklahoma
Seeking Optimal Treatment Strategies for Malaria Infection
Speaker 2Thomas Yuster
Department of Mathematics, Lafayette College
A Mathematical Model of the Within-Vector Dynamics of the Plasmodium Falciparum Protozoan Parasite
Speaker 3Jia Li
Department of Mathematical Sciences; University of Alabama in Huntsville
Modeling of the Impact of Climate Change and Mosquito Transgenes on Malaria Transmission
Speaker 4David Gurarie
Case Western Reserve University, Cleveland
In-host dynamics of mixed malaria infection with adaptive immunity

-- Minisymposium talks are scheduled for 30 min each, including time for questions.