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Development and Evaluation of Two Approaches of Visual Sensitivity Analysis to Support Epidemiological Modeling
IEEE Transactions on Visualization and Computer Graphics
|September 29, 2022
Summary
This study introduces novel visual analytics approaches to improve computational modeling sensitivity analysis. These methods help scientists better understand parameter interactions and optimize models, applicable beyond epidemiology.
Area of Science:
- Computational science
- Data visualization
- Scientific modeling
Background:
- Computational modeling is vital across disciplines, notably in combating the COVID-19 pandemic.
- Sensitivity analysis is crucial for monitoring model behavior but traditional methods lack insight into parameter interactions.
- Current methods require extensive model runs for actionable parameter optimization insights.
Purpose of the Study:
- To develop and compare two visual analytics approaches for enhanced sensitivity analysis in computational modeling.
- To address limitations in understanding parameter interactions and optimizing model parameters.
- To provide actionable insights for model development and deployment.
Main Methods:
- Developed two visual analytics approaches: algorithm-centric and visualization-assisted, and visualization-centric and algorithm-assisted.
- Evaluated approaches through structured task analysis for visual sensitivity analysis.
- Incorporated domain expert feedback for validation.
Main Results:
- The developed visual analytics approaches offer improved understanding of parameter interactions compared to traditional methods.
- Both algorithm-centric and visualization-centric approaches provide distinct advantages for sensitivity analysis.
- The methods facilitate more efficient parameter optimization through better data interpretation.
Conclusions:
- Visual analytics significantly enhances sensitivity analysis in computational modeling.
- The presented approaches are versatile and applicable to various modeling processes with time-series outputs.
- These methods can be extended to models with different output types, broadening their impact.
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