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Modeling and Multivariate Methods - SAS

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206 Performing Logistic Regression on Nominal <strong>and</strong> Ordinal Responses Chapter 7<br />

Logistic Fit Platform Options<br />

Logistic Fit Platform Options<br />

Plot Options<br />

The red triangle menu next to the analysis name gives you the additional options that are described next.<br />

These options are described in the Basic Analysis <strong>and</strong> Graphing book.<br />

Likelihood Ratio Tests<br />

See “Likelihood Ratio Tests” on page 205.<br />

Wald Tests for Effects<br />

One downside to likelihood ratio tests is that they involve refitting the whole model, which uses another<br />

series of iterations. Therefore, they could take a long time for big problems. The logistic fitting platform<br />

gives an optional test, which is more straightforward, serving the same function. The Wald Chi-square is a<br />

quadratic approximation to the likelihood-ratio test, <strong>and</strong> it is a by-product of the calculations. Though<br />

Wald tests are considered less trustworthy, they do provide an adequate significance indicator for screening<br />

effects. Each parameter estimate <strong>and</strong> effect is shown with a Wald test. This is the default test if the fit takes<br />

more than ten seconds to complete.<br />

Figure 7.7 Effect Wald Tests<br />

Likelihood-ratio tests are the platform default <strong>and</strong> are discussed under “Likelihood Ratio Tests” on page 205.<br />

It is highly recommended to use this default option.<br />

Confidence Intervals<br />

You can also request profile likelihood confidence intervals for the model parameters. When you select the<br />

Confidence Intervals comm<strong>and</strong>, a dialog prompts you to enter α to compute the 1 – α confidence<br />

intervals, or you can use the default of α = 0.05. Each confidence limit requires a set of iterations in the<br />

model fit <strong>and</strong> can be expensive. Furthermore, the effort does not always succeed in finding limits.

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