Optional Module 13: Logistic Regression in SmartPLS 4

Purpose

The shared paper includes both multiple linear regression and logistic regression. This module teaches the logistic regression workflow in SmartPLS 4 for a binary dependent variable.

Learning Objectives

After this module, learners should be able to:

When to Use Logistic Regression

Use logistic regression when the dependent variable is binary:

0 = no / reference group
1 = yes / focal group

Examples:

SmartPLS Model

For the HBAT-style dataset:

X4 <- X6 + X7 + X8 + X9 + X10 + X11 + X12 + X13 + X14 + X15 + X16 + X17 + X18

where X4 is binary region membership.

SmartPLS Settings

  1. Select Calculate.
  2. Select Logistic Regression.
  3. Use default maximum iterations and stop criterion unless convergence fails.
  4. Use two-tailed test and 0.05 significance level unless theory justifies another setting.
  5. Open the report after calculation.

Fit Assessment

Assess:

Lower deviance, AIC, and BIC indicate better model fit when comparing models.

Coefficient Interpretation

Logistic coefficients are changes in log-odds, not direct changes in probability.

If a coefficient is positive:

Higher X increases the log-odds of being in the group coded 1.

If a coefficient is negative:

Higher X decreases the log-odds of being in the group coded 1.

Odds Ratio Interpretation

The odds ratio is:

exp(coefficient)

If odds ratio > 1:

The odds increase.

If odds ratio < 1:

The odds decrease.

Reporting Template

Use Logistic Regression Results Report Template.

Checklist

Use Logistic Regression Assessment Checklist.

Practice

  1. Run the HBAT-style logistic model in SmartPLS.
  2. Export the fit summary.
  3. Export the confusion matrix.
  4. Export the coefficients and Wald tests.
  5. Convert at least three coefficients into odds ratios.
  6. Write a results paragraph without interpreting coefficients as direct probability changes.