"background": "Evaluating the long-term efficiency of community health centre systems in low-resource settings requires robust quasi-experimental designs to isolate the impact of specific interventions from secular trends. ", "purpose and objectives": "This longitudinal study aims to methodologically evaluate the application of a difference-in-differences (DiD) model for measuring sustained efficiency gains within a national network of primary care facilities. ", "methodology": "We employ a panel DiD design, estimating the model Y{it = \0 + \1 + \2 + \ (\) +, where Yit is a composite efficiency score. The analysis uses longitudinal administrative data on patient encounters, resource allocation, and outcomes. Inference is based on cluster-robust standard errors to account for serial correlation. ", "findings": "The methodological evaluation indicates that the DiD estimator successfully identified a significant positive treatment effect. The model revealed a sustained 18% improvement in the composite efficiency score for intervention centres relative to controls, with the coefficient on the interaction term \ being statistically significant at the 1% level. ", "conclusion": "The difference-in-differences approach provides a rigorous framework for attributing longitudinal efficiency improvements to systemic interventions in community health systems, controlling for underlying temporal confounders. ", "recommendations": "Future research and policy evaluation in similar contexts should adopt quasi-experimental designs like DiD to strengthen causal claims. Investment in longitudinal, facility-level data systems is critical to support such analyses. ", "key words": "quasi-experimental design, health systems efficiency, panel data, causal inference, primary healthcare", "contribution statement": "This paper provides a novel methodological application of the DiD model for evaluating long-term health system efficiency in a sub-Saharan African context, demonstrating its utility for policy assessment where randomised trials are
Mensah et al. (Sun,) studied this question.