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Statistical Models for Prognostication
Author Bio
Introduction
Predictions: Statistical Models
Currently selected section: Insight: Statistical Models
Ingredients: Statistical Models
Theoretical Aspects
Central Concepts
Regression Models
Problems: Regression
Practical Advice
Example 1
Example 2
Chapter 8: Statistical Models for Prognostication: Insight from Statistical Models
        

Identifying Most Important Predictors

The most important predictors can be identified from a regression model by consideration of the regression coefficients and/or p-values. However, it is quite common to identify the most important predictors through a stepwise selection process, where only statistically significant predictors are included. Note that the deletion of weaker predictors from a model may introduce some confounding in the effects of the included predictors.

When correlations exist between predictors, the effects of the included predictors are mixed up with those of omitted predictors. The magnitude of the confounding depends on the strength of the correlations among predictors and the strength of the predictive relationship of the predictors, i.e. the correlation between predictors and the outcome. Although the latter correlation will be small for omitted, statistically non-significant, predictors, we judge stepwise selection inappropriate when one is interested in the importance of predictors.

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