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Predictive Assessment of Cancer Center Catchment Area from Electronic Health Records
Luca Salmasi1, Enrico Capobianco2
1Department of Political Science, University of Perugia, Perugia, Italy.
Insights
Sophisticated models are needed to understand healthcare catchment areas (CA) using cancer electronic health records (EHRs). Bootstrap analysis improves CA model accuracy, especially when combined with visual analytics for policy-making.
Area of Science:
- Health Services Research
- Biostatistics
- Geographic Information Systems (GIS)
Background:
- Traditional catchment area (CA) analyses often overlook temporal and spatial dynamics, relying on static conditions.
- Electronic health records (EHRs) offer rich data for next-generation clinical decision support but present challenges in data heterogeneity.
- Defining CAs for cancer care requires differentiating between general hospitals and specialized oncological centers (OCs).
Purpose of the Study:
- To develop and assess a computational framework for modeling cancer patient catchment areas using EHR data.
- To evaluate the impact of refined model structures and bootstrap analysis on CA discrimination power.
- To explore the spatial and temporal dynamics influencing cancer CAs.
Main Methods:
- A computational framework utilizing a logistic model and multivariate statistical approach was employed to model CAs from cancer EHRs.
- A battery of tests was developed for CA assessment, including comparative evaluations with geo-localized maps.
- Bootstrap analysis was performed to mitigate data distributional influences and assess temporal dynamics over a 3-year timeframe.
Main Results:
- A more refined CA model structure demonstrated superior discrimination power between healthcare facilities.
- A cancer-specific spatial effect was identified, particularly for breast cancer cases treated at OCs.
- Bootstrap analysis yielded improvements in accuracy for specific cancer types and spatially concentrated regions.
Conclusions:
- Sophisticated stochastic modeling is essential for accurately interpreting the spatial and temporal dynamics of cancer catchment areas.
- The proposed model, incorporating bootstrap analysis, enhances test accuracy and provides valuable insights for policy-makers.
- Integrating stochastic modeling with visual analytics offers a powerful approach for quantitative CA assessment and healthcare planning.
Abstract:
Healthcare facilities (HF) may identify catchment areas (CA) by selecting criteria that depend on various factors. These refer to hospital activities, geographical definition, patient covariates, and more. The analyses that were traditionally pursued have a limiting factor in the consideration of only static conditions. Instead, some of the CA determinants involve influences occurring at both temporal and spatial scales. The study of CA in the cancer context means choosing between HF, usually divided into general hospitals versus oncological centers (OCs). In the CA context, electronic health records (EHRs) promise to be a valuable source of information, one driving the next-generation patient-driven clinical decision support systems. Among the challenges, digital health requires the re-definition of a role of stochastic modeling to deal with emerging complexities from data heterogeneity. To model CA with cancer EHR, we have chosen a computational framework centered on a logistic model, as a reference, and on a multivariate statistical approach. We also provided a battery of tests for CA assessment. Our results indicate that a more refined CA model's structure yields superior discrimination power between health facilities. The increased significance was also visualized by comparative evaluations with ad hoc geo-localized maps. Notably, a cancer-specific spatial effect can be noticed, especially for breast cancer and through OCs. To mitigate the data distributional influences, bootstrap analysis was performed, and gains in some cancer-specific and spatially concentrated regions were obtained. Finally, when the temporal dynamics are assessed along a 3-year timeframe, negligible differential effects appear between predicted probabilities observed between standard critical values and bootstrapped values. In conclusion, for interpreting CA in terms of both spatial and temporal dynamics, sophisticated models are required. The one here proposed suggests that bootstrap can improve test accuracy. We recommend that evidences from stochastic modeling are merged with visual analytics, as this combination may be exploited by policy-makers in support to quantitative CA assessment.
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