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Targeted versus universal prevention. a resource allocation model to prioritize cardiovascular prevention
Talitha L Feenstra1, Pieter M van Baal, Monique O Jacobs-van der Bruggen
1Centre for Prevention and Health Services Research, National Institute for Public Health and the Environment (RIVM), Bilthoven, the Netherlands. Talitha.Feenstra@rivm.nl.
Preventive strategies for cardiovascular disease are effective in both the general population and individuals with diabetes mellitus. Optimal resource allocation requires flexible budgeting, not a fixed distribution.
Area of Science:
- Public Health
- Health Economics
- Preventive Medicine
Background:
- Diabetes mellitus significantly increases cardiovascular complication risk, necessitating preventive measures.
- Preventive strategies benefit both the general population and individuals with diabetes.
- The optimal allocation of resources between these groups is a key consideration.
Purpose of the Study:
- To determine the most effective strategy for allocating preventive healthcare resources.
- To compare the efficiency of targeting the general population versus diabetes patients for cardiovascular prevention.
- To analyze the impact of budget size on resource allocation decisions.
Main Methods:
- A mathematical programming model was employed to optimize resource allocation for interventions.
- Interventions included smoking cessation, diet/exercise for overweight, statins, and blood pressure medication.
- The model assessed total lifetime healthcare costs and Quality-Adjusted Life Years (QALYs) across varied budget sizes.
Main Results:
- Full implementation yielded 560,000 QALYs at an average cost of €12,900 per QALY, with most gains below €20,000 per QALY.
- Low or high budgets primarily benefited the general population.
- Moderate budgets were predominantly allocated to diabetes patients.
Conclusions:
- Significant health gains are achievable by implementing preventive measures in both general and diabetic populations.
- Pre-determined resource distribution is suboptimal; flexible allocation models are superior.
- Resource allocation models should consider capacity constraints and program scale alongside efficiency.
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