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Patient-Specific Predictive Modeling Using Random Forests: An Observational Study for the Critically Ill.

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  • 1Health Data Science Lab, School of Public Health and Health Systems, University of Waterloo, Waterloo, ON, Canada.

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Summary
This summary is machine-generated.

The random forest proximity measure (RF PSM) shows promise for personalized patient outcome prediction, offering good mortality prediction performance for several models. While RF and case-specific random forests (CSRFs) performed best, they did not benefit from personalization.

Keywords:
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Area of Science:

  • Computational biology
  • Medical informatics
  • Machine learning in healthcare

Background:

  • Electronic health records enable personalized patient outcome prediction models.
  • Identifying similar past patients is key to training personalized models.
  • Previous work utilized cosine similarity for patient similarity metrics (PSM).

Purpose of the Study:

  • Investigate the random forest (RF) proximity measure as a PSM.
  • Evaluate RF PSM for personalized mortality prediction in intensive care unit (ICU) patients.

Main Methods:

  • Utilized 17,152 ICU admissions from the MIMIC-II database.
  • Extracted predictor variables from the first 24 hours of ICU stay.
  • Trained patient-specific models using RF PSM, varying the number of similar patients (M).
  • Compared RF PSM with logistic regression, decision trees, and RF models, including case-specific random forests (CSRFs).

Main Results:

  • RF PSM demonstrated superior or comparable performance to cosine similarity PSM.
  • RF and CSRF models achieved the highest predictive performance (AUCs: 0.839 and 0.832, respectively).
  • Personalization using RF PSM did not improve performance for RF and CSRF models, but benefited others.

Conclusions:

  • RF PSM facilitates good mortality prediction for several models.
  • RF and CSRF models achieved top performance without personalization.
  • RFs show potential for patient-specific outcome prediction, highlighting the importance of distinguishing predictor and similarity variables.