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Published on: February 15, 2017
Combinatorial Optimization of Clustering Decisions: An Approach to Refine Psychiatric Diagnoses
Jordan E Loeffelman1, Douglas Steinley1, Cassandra L Boness1
1University of Missouri.
This study introduces a novel clustering method for optimizing diagnostic rules, such as for Alcohol Use Disorder (AUD). It finds globally optimal solutions by evaluating all combinations, reducing criteria set sizes without losing significant information.
Area of Science:
- Computational statistics
- Data mining
- Psychometrics
Background:
- Clustering problems often rely on sampling, introducing variability.
- Existing diagnostic rules may not be optimally efficient.
Purpose of the Study:
- To develop a clustering method using complete enumeration for globally optimal solutions.
- To optimize diagnostic rules, specifically for Alcohol Use Disorder (AUD).
Main Methods:
- Complete enumeration of all item combination subsets.
- Permutation of unique sets for optimization.
- Application to AUD diagnosis with a threshold-based decision rule.
Main Results:
- Achieved globally optimal clustering solutions.
- Optimized diagnostic rules for AUD.
- Demonstrated reduction in criteria set sizes without significant information loss.
Conclusions:
- Complete enumeration offers a robust approach to clustering and diagnostic rule optimization.
- The proposed method enhances diagnostic efficiency for conditions like AUD.
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