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Basic Analysis and Graphing - SAS

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226 Performing Simple Logistic Regression Chapter 7<br />

Additional Examples of Logistic Regression<br />

The ROC curve is a graphical representation of the relationship between false-positive <strong>and</strong> true-positive<br />

rates. A st<strong>and</strong>ard way to evaluate the relationship is with the area under the curve, shown below the plot in<br />

the report. In the plot, a yellow line is drawn at a 45 degree angle tangent to the ROC Curve. This marks a<br />

good cutoff point under the assumption that false negatives <strong>and</strong> false positives have similar costs.<br />

Related Information<br />

• “Example of ROC Curves” on page 230<br />

Save Probability Formula<br />

The Save Probability Formula option creates new data table columns. These data table columns save the<br />

following:<br />

• formulas for linear combinations (typically called logits) of the x factor<br />

• prediction formulas for the response level probabilities<br />

• a prediction formula that gives the most likely response<br />

Inverse Prediction<br />

Inverse prediction is the opposite of prediction. It is the prediction of x values from given y values. But in<br />

logistic regression, instead of a y value, you have the probability attributed to one of the Y levels. This feature<br />

only works when there are two response categories (a binary response).<br />

The Fit Model platform also has an option that gives an inverse prediction with confidence limits. The<br />

Modeling <strong>and</strong> Multivariate Methods book gives more information about inverse prediction.<br />

Related Information<br />

• “Example of Inverse Prediction Using the Crosshair Tool” on page 231<br />

• “Example of Inverse Prediction Using the Inverse Prediction Option” on page 232<br />

Additional Examples of Logistic Regression<br />

This section contains additional examples using logistic regression.<br />

Example of Ordinal Logistic Regression<br />

This example uses the AdverseR.jmp sample data table to illustrate an ordinal logistic regression. Suppose<br />

you want to model the severity of an adverse event as a function of treatment duration value.<br />

1. Open the AdverseR.jmp sample data table.<br />

2. Right-click on the icon to the left of ADR SEVERITY <strong>and</strong> change the modeling type to ordinal.<br />

3. Select Analyze > Fit Y by X.

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