I am a mathematical modeller working on the DeWorm3 project at the Natural History Museum in London (DeWorm3). With this project, funded by the Bill and Melinda Gates Foundation, we investigate if it is possible to break transmission of soil-transmitted helminths with Mass Drug Administration (MDA) only. The soil-transmitted helminths (STH) are major intestinal parasites of humans, comprising three main groups; the species Ascaris lumbricoides and Trichuris trichuria and the hookworm species. Recent focus has turned from control of STH towards elimination of transmission.
Lymphatic filariasis (LF) frequently co-occurs with STH and many regions have implemented programs to control it. LF programs employ community-wide MDA with albendazole to eliminate LF as a public health problem, simultaneously having an impact on the STH species.
The DeWorm3 program aims to leverage the benefit of LF treatment to break transmission of STH by continuing community-wide MDA treatment after the cessation of LF programs. Mathematical modelling allows us to examine the role played by treatment frequency, coverage levels and program durations in achieving elimination and aid in the design of studies to test these hypotheses.
et al., 2017, Identifying optimal threshold statistics for elimination of hookworm using a stochastic simulation model, Parasites & Vectors, Vol:10, ISSN:1756-3305
et al., 2017, The past matters: estimating intrinsic hookworm transmission intensity in areas with past mass drug administration to control lymphatic filariasis, Parasites & Vectors, Vol:10, ISSN:1756-3305
et al., 2014, Seasonality in live fish movements and its effects on epidemic dynamics, Aquaculture, Vol:418, ISSN:0044-8486, Pages:72-78
et al., 2016, Preserving privacy whilst maintaining robust epidemiological predictions, Epidemics, Vol:17, ISSN:1755-4365, Pages:35-41