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406 JMP Starter Appendix A<br />

The Reliability Category<br />

Discriminant Clicking the Discriminant button, or choosing Analyze > Multivariate Methods ><br />

Discriminant, starts a discriminant analysis. The technique is based on how close a set of<br />

measurement variables are to the multivariate means of the levels being predicted. Also, you<br />

could do a stepwise discriminant analysis.<br />

PLS Clicking the PLS button, or choosing Analyze > Multivariate Methods > PLS, fits models<br />

using the partial least squares (PLS) method that balances the two objectives of explaining<br />

response variation and explaining predictor variation. The PLS techniques work by extracting<br />

successive linear combinations of the predictors, called factors (also called components or latent<br />

vectors) that address one or both of these two goals. The PLS platform in JMP also enables you to<br />

select the number of extracted factors by cross validation, which involves fitting the model to part<br />

of the data and minimizing the prediction error for the unfitted part.<br />

Item Analysis Clicking the Item Analysis button, or choosing Analyze > Multivariate Methods<br />

> Item Analysis, provides analysis of test items using the Item Response Theory.<br />

The Reliability Category<br />

Reliability data contain duration times until the occurrence of a specific event and are sometimes<br />

referred to as event-time or survival data. In survival data, the event can be failure, such as the failure of<br />

an engine or death of a patient.<br />

Figure A.6 JMP Starter Reliability<br />

The buttons on the Reliability category, also found under Analyze > Reliability and Survival, can help<br />

you analyze survival data several ways:<br />

Life Distribution Is used to find the most suited distributional fir for your data, and to make<br />

predictions. Weibull, Lognormal, Frechet, Extreme Value, and other common distributions are<br />

included.<br />

Fit Life By X Is used to analyze lifetime events when only one factor is present. Transformations<br />

include Arrhenius, Erying, voltage, and linear. This platform also enables you to create a custom<br />

transformation of your data. You can also compare different distributions at the same factor level

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