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Enhancing the rational use
of antimalarials: The costeffectiveness of rapid
immunochromatographic
dipsticks in sub-Saharan
Africa
Malaria Diagnosis
Current practice – presumptive
treatment (WHO,1999)
ACTs are expensive
Misdiagnosis
Rapid dipstick tests are being
developed for simple diagnosis
WHO (1996) IMCI Information Package
Study Questions
At what levels of malaria prevalence is
dipstick diagnosis cost-effective?
How much should we be willing to pay
for further information about model
parameters before making a decision?
Simple decision tree model
Suspected malaria
Malaria
True Positive
False Negative
Sensitivity
No Malaria
True Negative
False Positive
Specificity
PT: 100%
0%
0%
100%
Dip: 86-94%
6-14%
72-99%
1-28%
Probabilistic sensitivity analysis
Uncertainty around most parameters
represented by lognormal and beta
distributions
Incremental cost-effectiveness ratios
(ICERs) calculated probabilistically using
Monte-Carlo simulation
ICERs converted to net-benefit
Net Benefit = Effects * λ – Costs
The ceiling ratio (λ) is US $150 per DALY
averted (WHO, 1996)
WHO (1996) Report of the Ad Hoc Committee on Health
Research Relating to Future Investment Options
Probability Cost-Effective
Probability cost-effective
Ceiling Ratio = $150/DALY averted
100%
90%
80%
70%
60%
50%
40%
30%
20%
10%
0%
This is where a large graphic or chart can go.
0%
20%
40%
60%
Malaria Prevalence
80%
100%
$40
$20
-$40
-$60
-$80
Malaria Prevalence
10
0%
80
%
70
%
60
%
50
%
40
%
30
%
20
%
This is where a large graphic or chart can go.
10
%
-$20
90
%
$0
0%
Incremental Net Benefit
Incremental Net-benefit
Calculation of EVPI
Ceiling Ratio = $150/DALY averted
Iterations
Net Benefit
Dipsticks
Net Benefit
PT
Net Benefit
WPI
1
$40
$20
$40
2
$20
$25
$25
3
$35
$25
$35
4
$25
$30
$30
Average
$30
$25
$32.50
EVPI =
$32.50 - $30 = $2.50
100%
90%
80%
70%
60%
50%
40%
30%
20%
10%
0%
$2.50
$2.00
EVPI per person
Probability costeffective
EVPI according to prevalence
Probability
This is where a large graphic$1.50
or chart can go.
cost-
$1.00
$0.50
0%
$0.00
20% 40% 60% 80% 100%
Malaria Prevalence
effective
EVPI per
per person
Discussion
Cost-effectiveness most sensitive to
Epidemiological setting
Cost and accuracy of dipsticks
Probability patients return for treatment
Further benefits
Reduce drug pressure and development
of drug resistance
Encourage use of treatment facilities
Epidemiological surveillance
Limitations of the model
Assumes that health workers and
patients trust and follow dipstick
results
False positive diagnoses are not well
defined
Does not consider private sector
Not applicable in areas where
microscopy is currently in use
EVPI depends on number of variables
you include in your model
Further work
• Conduct a EVSI analysis to determine
which parameters warrant further testing
Consider parasite density, immunity, and
health worker behaviour
• Determine affordability of dipsticks at a
national level
Predict impact on drug resistance
Acknowledgements
Chris Whitty
Sarah Staedke
Shunmay Yeung
Andrew Briggs
Funders: UK Department for
International Development, LSHTM
Health Economics and Financing
Programme