Abstract
It is argued that Huberty’s (1994) test for inferring a better-than-“chance” performance of the observed R2 value is inconsistent. Because there is a hidden change of the null distribution of R2, the “chance” value and the observed R2 value are not comparable in Huberty’s test. A new test is proposed for resolving these difficulties. It is shown that the new test is equivalent to an adjustment of the α-level of the classical test of the squared multiple correlation coefficient.
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