| Literature DB >> 25290939 |
Erin M Stuckey1, Jennifer Stevenson2, Katya Galactionova1, Amrish Y Baidjoe3, Teun Bousema4, Wycliffe Odongo5, Simon Kariuki5, Chris Drakeley6, Thomas A Smith1, Jonathan Cox6, Nakul Chitnis1.
Abstract
INTRODUCTION: Tools that allow for in silico optimization of available malaria control strategies can assist the decision-making process for prioritizing interventions. The OpenMalaria stochastic simulation modeling platform can be applied to simulate the impact of interventions singly and in combination as implemented in Rachuonyo South District, western Kenya, to support this goal.Entities:
Mesh:
Year: 2014 PMID: 25290939 PMCID: PMC4188563 DOI: 10.1371/journal.pone.0107700
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Experiment design of the combinations and coverage levels of interventions simulated for the study.
| LLIN use (%) | IRS coverage (%) | IRS deployment month | School-based IST coverage (%) | IST frequency (per school term) | Fevers receiving an antimalarial (%) | |
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| 56 | 70 | Alternating April/June | 28 | ||
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| 28 | |||||
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| 80 | 90 | Alternating April/June | 28 | ||
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| 56 | 70 | April | 80 | 2 | 28 |
| 80 | 90 | April | 80 | 2 | 28 | |
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| 56 | 70 | April | 28 | ||
| 56 | 70 | May | 28 | |||
| 56 | 70 | June | 28 | |||
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| 56 | 90 | April | 28 | ||
| 56 | 90 | May | 28 | |||
| 56 | 90 | June | 28 | |||
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| 70 | Alternating April/June | 28 | |||
| 90 | Alternating April/June | 28 | ||||
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| 56 | 28 | ||||
| 80 | 28 | |||||
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| 40 | 1 | 28 | |||
| 40 | 2 | 28 | ||||
| 80 | 1 | 28 | ||||
| 80 | 2 | 28 |
*Represents the base case scenario as parameterized in Stuckey et al. 2012 [4].
Costing and sensitivity analysis of the Kenya public sector case management system.
| Sensitivity analysis | ||||
| Parameter | Unit | Value per unit | Lower value | Upper value |
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| Paracheck® rapid diagnostic test | $0.62 | $0.31 | $1.24 |
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| Coartem® (Artemether-lumefantrine) | $0.0898 | $0.045 | $0.1769 |
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| Proportion of the most recent episode of fevers in children under five within 2 week recall seeking medical care | 0.6183 | 0.309 | 0.927 |
All costs are in 2012 USD.
Costing and sensitivity analysis of malaria control interventions in Kenya.
| Sensitivity analysis | ||||||
| Intervention | Unit | Distribution method | Economic cost per unit | Marginal economic cost per unit | Lower value | Upper value |
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| Net delivered | Mass campaign through community organizations | $8.52 | $8.37 | $4.26 | $17.04 |
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| Person protected | Annual mass campaign | $0.73 | $0.34 | $0.34 | $1.46 |
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| Child screened | School-based distribution | $6.32 | $2.89 | $3.16 | $12.63 |
All costs are in 2012 USD.
Simulated effect of intervention combinations.
| Proportion reduction in all-age parasite prevalence, year 5 | Uncomplicated episodes averted per person | Hospitalizations averted (thousands) | Deaths averted | DALYs averted (thousands) | ||||||
| Mean | IQR | Mean | IQR | Mean | IQR | Mean | IQR | Mean | IQR | |
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| LLIN 56%+IRS 70% | 0.96 | (0.95, 0.96) | 7.04 | (6.97, 7.10) | 3.78 | (3.74, 3.83) | 1.42 | (1.40, 1.44) | 71.48 | (70.77, 2.37) |
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| LLIN 56%+IRS 70%+IST 80% twice per term |
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| LLIN 80%+IRS 90%+IST 80% twice per term |
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| LLIN 56%+IRS 70% April start |
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| LLIN 56%+IRS 70% May start | 0.95 | (0.95, 0.96) | 6.98 | (6.90, 7.05) | 3.75 | (3.71, 3.82) | 1.40 | (1.39, 1.42) | 70.48 | (69.81, 1.50) |
| LLIN 56%+IRS 70% June start | 0.96 | (0.96, 0.97) |
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| LLIN 56%+IRS 90% April start | 0.76 | (0.73, 0.78) | 6.12 | (5.85, 6.25) | 3.26 | (3.06, 3.45) | 1.21 | (1.14, 1.27) | 61.31 | (58.17, 4.18) |
| LLIN 56%+IRS 90% May start |
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| IRS 70% | 0.53 | (0.50, 0.55) | 2.89 | (2.06, 3.33) | 1.66 | (1.35, 1.97) | 0.60 | (0.49, 0.74) | 30.33 | (25.56, 7.05) |
| IRS 90% | 0.66 | (0.63, 0.67) | 3.63 | (2.95, 3.99) | 2.10 | (1.86, 2.37) | 0.74 | (0.66, 0.85) | 37.62 | (33.56, 2.63) |
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| LLIN 56% | 0.95 | (0.95, 0.96) | 7.00 | (6.93, 7.05) | 3.76 | (3.72, 3.82) | 1.41 | (1.39, 1.43) | 70.86 | (70.11, 1.95) |
| LLIN 80% | 0.94 | (0.93, 0.94) |
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| IST 40% once per term | 0.09 | (0.05, 0.16) | 0.28 | (−0.83, 1.05) | 0.16 | (−0.17, 0.63) | 0.07 | (−0.04, 0.26) | 3.40 | (−2.12, 12.75) |
| IST 40% twice per term | 0.14 | (0.11, 0.20) | 0.46 | (−0.66, 1.20) | 0.25 | (−0.08, 0.68) | 0.10 | (−0.001, 0.32) | 5.21 | (−0.33, 14.80) |
| IST 80% once per term | 0.16 | (0.13, 0.21) | 0.53 | (−0.59, 1.27) | 0.29 | (−0.05, 0.74) | 0.12 | (−0.01, 0.35) | 5.93 | (−0.84, 16.08) |
| IST 80% twice per term | 0.22 | (0.19, 0.27) | 0.78 | (−0.27, 1.46) | 0.42 | (0.08, 0.82) | 0.16 | (0.05, 0.36) | 8.14 | (2.34, 18.06) |
Compared to a scenario with no interventions outside the existing case management system, the mean and inter-quartile range of the impact of different intervention combinations ( ) on epidemiological outcomes in a population of 100,000 individuals over a time period of five years*. Bold figures indicate mean results improved from the current strategy.
*Unless otherwise indicated.
Figure 1Simulated reduction in all-age annual average parasite prevalence by intervention combination compared to a scenario with no intervention.
White lines represent the simulated median value, blue boxes represent the inter-quartile range, and capped bars represent the upper and lower adjacent values for simulated results for each intervention combination using an ensemble of 14 model variants and five random seeds. Choice of intervention combinations is based on the criteria of simulated reduction in parasite prevalence greater than the strategy currently implemented in the study area.
Figure 2Relationship between cost and simulated health impact.
Simulated cumulative DALYs averted after five years compared to the no intervention scenario by net program costs for different implementation strategies of a) vector control interventions, b) intermittent screen and treat in school children, and c) combinations of interventions. Symbols represent the mean simulation results across 14 model variants and five random seeds. Horizontal capped bars represent range of simulated DALYs averted. Vertical capped bars represent range of simulated net program costs. Negative DALYs averted indicate simulated interventions that have a worse health outcome than the no intervention scenario. Negative net program costs indicate simulated interventions where the savings to the health system are greater than the delivery costs.
Figure 3Sensitivity analysis.
Tornado diagram of the change in the ACER of an intervention with 80% LLIN use, 90% IRS coverage, and 80% IST coverage twice per term in relation to variation in component costs.
Figure 4Cost effectiveness planes.
Simulated cumulative DALYs averted in a population of 100,000 individuals after five years compared to the no intervention scenario by net program costs for the intervention combinations with a better simulated health outcome than the currently implemented malaria control strategy, ranked in descending order of ACER. Black dots represent the mean simulation results across 14 model variants and five seeds. Circles represent the of simulated DALYs averted by net program costs with different assumptions of input costs of the case management system and malaria control interventions in the study area represented in Table 2 and Table 3. Dark blue circles are within the inter-quartile range of simulated DALYs averted and light blue circles are outside the range. Negative DALYs averted indicate simulated interventions that have a worse health outcome than the no intervention scenario. Negative net program costs indicate simulated interventions where the savings to the health system are greater than the delivery costs. Diagonal lines correspond to the ratios of mean (4.29 USD per DALY averted) ACER of the currently implemented intervention combination in the study area (LLIN use 56%, IRS coverage 70%).
Cost effectiveness of different intervention combinations for a population of 100,000 over five years of implementation (2012 US$).
| Average ACER | Marginal ACER | Average ICER | Marginal ICER | |||
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| Current strategy: LLIN 55%, IRS 70% | 4.29 | (4.22, 4.33) | 6.30 | (6.28, 6.31) | ||
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| LLIN 55%, IRS 90% May start | 5.27 | (5.21, 5.31) | 6.75 | (6.74, 6.75) | 235.46 | 111.58 |
| LLIN 55%, IRS 90% June start | 5.11 | (5.06, 5.13) | 6.62 | (6.61, 6.62) | 50.24 | 24.27 |
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| Add IST to the current strategy | 6.13 | (6.09, 6.14) | 7.02 | (7.01, 7.03) | 66.03 | 30.55 |
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| LLIN 80%, IRS 90% | 7.39 | (7.38, 7.40) | 8.92 | (8.92, 8.92) | 53.75 | 48.06 |
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| LLIN 80%, IRS 90%, IST 80% twice per term | 9.06 | (9.04, 9.05) | 9.59 | (9.58, 9.60) | 65.05 | 48.27 |
The mean and inter-quartile range of the average cost effectiveness ratios (ACER) compared to a scenario with no interventions outside the existing case management system, and incremental cost effectiveness ratios (ICER) compared to the currently implemented strategy for different intervention combinations with more simulated DALYs averted than the currently implemented strategy. ACERs and ICERs are calculated using costs reported in and effectiveness reported in . Interventions are displayed in ascending order of simulated DALYs averted ( ). IQR represents mean costs values applied to the inter-quartile range of simulated health effects.