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Title: Modelling the transmission potential for vectorborne disease: Dengue Monday 29th September 2003 Simo


1
Modelling the transmission potential for
vector-borne disease DengueMonday 29th
September 2003Simon Hales, Neil de Wet, John
Maindonald, and Alistair Woodward.
  • Ecology and Health Research Centre, Department
    of Public Health, Wellington School of Medicine
    and Health Sciences, Wellington, New Zealand
  • International Global Change Institute, Hamilton,
    New Zealand
  • Statistical Consulting Unit, Australian National
    University, Canberra, Australia.

2
Dengue
  • Dengue fever is the worlds most important viral
    vector-borne disease.
  • Affects hundreds of millions of people each year
  • Transmitted predominantly by a single species of
    mosquito, Aedes aegypti.
  • This species is adapted to living near to human
    habitation, feeds during the day and prefers
    humans to other species.

3
Vector biology
  • Mosquitoes require standing water in order to
    breed
  • Ambient temperature is also critical in
    determining adult feeding behaviour, mortality
    rates of larval development and virus replication
  • If too cold, viral replication is slow
    mosquitoes are unlikely to survive long enough to
    become infectious

4
  • Suitable climate is a necessary but not
    sufficient factor for disease transmission also
    need
  • source of infection
  • vector populations
  • susceptible human population
  • Can assume that all of these are present, then
    model transmission potential using a mathematical
    model based on vector biology

5
  • Such models have been criticised on the grounds
    that they do not adequately account for
  • rainfall
  • interactions between climate variables
  • socio-economic factors
  • An empirical model can (in principle) allow for
    such factors

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7
  • Dengue fever was defined as present if any
    outbreak of the disease had been reported to WHO
    between 1975-1996
  • Observed 1961-1990 average climate data obtained
    from UEA Climate Research Unit grids of 0.5
    degree latitude and longitude resolution
  • Spatial averages of observed temperature,
    rainfall, humidity etc. estimated within
    administrative regions.

8
Model selection
  • Logistic regression used to model the presence
    (1) or absence (0) of dengue
  • Explanatory variables temperature, rainfall,
    humidity, singly or in combination
  • Cross validation Leaving out each twentieth
    part in turn, we compared observed values for the
    omitted part with predictions from a model that
    is fitted to the remaining data.

9
Model fitting baseline
  • The model (selected from previous step) was
    fitted using the original gridded climate data
  • Modeled baseline risk of dengue transmission
    (between zero and one) for each 0.5 degree grid
    cell, on the basis of observed 1961-1990 climate.
  • Model accuracy assessed by comparing the results
    with the known distribution of dengue fever.

10
Results
  • Vapour pressure was found to be the single best
    climatic predictor of dengue transmission (OR
    1.3 SE 0.003 plt0.001).
  • When areas at risk of dengue were defined by a
    cut-off probability of 0.5, the model classified
    89 of the grid cells accurately.

11
Vapour pressure
Predicted probability of dengue transmission
12
Model of baseline transmission potential
(1961-1990 climate)
13
Future risk
  • We then used the regression model to estimate
    risk of transmission potential in a future world,
    based on GCM projections of climate

14
Model of future transmission potential (2080s
climate)
15
Population at risk
  • Overlay of population data in GIS
  • Estimated distribution of population in 1990 and
    projected population in 2055 and 2085
  • Estimate effects of population increase alone,
    and effects of population increase and climate
    change together

16
Population at risk
  • If humidity remained at baseline (1961-1990)
    levels, on the basis of projected increases in
    population
  • 3.2 billion people (or 34 of the total) at risk
    in 2055
  • 3.5 billion people (or 35 of the total) at risk
    in 2085.

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18
Population at risk
  • Using four alternative GCMs, 5 - 6 billion at
    risk of dengue by the 2080s (of a total
    population of 10 billion)

19
Conclusions
  • Other factors being equal, dengue would be
    substantially worsened by climate change
  • Uncertainties much greater than for traditional
    environmental health issues
  • Need to try to account for effects of some of
    these other factors in future work
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