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College-readiness predictor selection using decision trees, random forests, lasso, and factor analysis

Research Method · All research methods
Evidence · 8 claims (5 for, 3 mixed) · 4 studies (4 associational), q2–q3 · 0 of 4 report an effect size · 8 claims rest on one study

Description

This framework uses data reduction to select, from thousands of measures, the variables that maximize classification accuracy for college enrollment and persistence. Decision trees recursively split on the variable maximizing information about the outcome using the Gini index, with mean reduction in the Gini index (MDGI) as a variable-importance measure; random forests replicate trees to counteract sensitivity to the first split, and lasso provides a regression-based alternative. A subsequent factor analysis (bifactor model) identifies what the retained predictors measure. The article uses it to show that "enrolling in college and persisting for a semester can be predicted with almost 90 percent accuracy using a small set of predictors."

Accounts

  • Data-reduction framework combining decision trees, random forests, lasso, and factor analysis to prioritize college-readiness predictors: This framework uses data reduction to select, from thousands of measures, the variables that maximize classification accuracy for college enrollment and persistence. Decision trees recursively split on the variable maximizing information about the outcome using the Gini index, with mean reduction in the Gini index (MDGI) as a variable-importance measure; random forests replicate trees to counteract sensitivity to the first split, and lasso provides a regression-based alternative. A subsequent factor analysis (bifactor model) identifies what the retained predictors measure. The article uses it to show that "enrolling in college and persisting for a semester can be predicted with almost 90 percent accuracy using a small set of predictors." (James Soland (2017))
  • Develop system-level decision-tree models and a four-construct risk index to triage students for college-readiness supports: The article argues educational systems can mine existing data at minimal cost because decision trees are easy to interpret and could be built by a state department of education or university system rather than individual administrators. It further recommends measuring a student's risk in each of the four constructs—academic preparation, aspirations and expectations, socioeconomic status, and teacher perceptions—and combining results "into an overall index of risk" used to triage the highest-risk students and support borderline ones, without complicated assessments. (James Soland (2017))

Claims

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Key Sources

  • James Soland. (2017). Combining Academic, Noncognitive, and College Knowledge Measures to Identify Students Not on Track For College: A Data-Driven Approach. Research & Practice in Assessment, Volume Twelve, Summer 2017. https://rpajournal.com
Page metadata
Field Value
type research-method
id college-readiness-predictor-selection-using-decision-trees-random-forests-lasso-and-factor
title College-readiness predictor selection using decision trees, random forests, lasso, and factor analysis
description This framework uses data reduction to select, from thousands of measures, the variables that maximize classification accuracy for college enrollment and persistence.
status review
generated by process:settle-candidates on 2026-10-09
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