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Discriminant analysis using the unweighted sum of binary variables: a comparison of model selection methods
1Department of Psychiatry, University of Iowa, Iowa City 52242, USA.
Statistics in Medicine
|January 9, 1998
Summary
This study explores methods for selecting sum of binary variables (SBV) models, commonly used in clinical decision-making. Results show no single method is best, with performance depending on data characteristics.
Area of Science:
- Biostatistics
- Machine Learning
- Clinical Decision Support
Background:
- Many clinical decision rules utilize linear discriminant functions.
- These functions often simplify to the unweighted sum of binary variables (SBV).
Purpose of the Study:
- To propose and evaluate methods for forward stepwise selection of SBV models.
- To compare the performance of different SBV model selection strategies.
Main Methods:
- Development of several forward stepwise selection algorithms for SBV models.
- A simulation study was conducted to assess method performance under diverse conditions.
Main Results:
- No single SBV model selection method demonstrated uniform superiority for fixed-size models.
- Key factors influencing method performance include the sample size to variable ratio and data's class-conditional moment structure.
Conclusions:
- Practical strategies for constructing effective SBV models are offered.
- The choice of selection method should consider specific data properties and research goals.
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