“…Blalock (1972) was one of the first to popularize the notion that inferences about the relative strength of a relationship between two variables, in two different samples, was frequently inappropriate if the conclusions were based on a comparison of the correlation coefficients. Christensen and Yoesting (1976) later noted this problem in leisure research. The correlation coefficient.…”
Section: Past Discussion About Inferences Based On the Correlation Cmentioning
confidence: 95%
“…As a consequence, r xy would vary across samples for substantively irrelevant reasons. Comparing r xy 's across different studies would have no substantive meaning and would lead to erroneous conclusions about the nature of the relationship between variables x and y (Christensen and Yoesting, 1976). McCuen (1974) discussed correlations in recreation demand studies to illustrate a second way that correlation analysis could lead to misleading inferences.…”
Section: Past Discussion About Inferences Based On the Correlation Cmentioning
“…Blalock (1972) was one of the first to popularize the notion that inferences about the relative strength of a relationship between two variables, in two different samples, was frequently inappropriate if the conclusions were based on a comparison of the correlation coefficients. Christensen and Yoesting (1976) later noted this problem in leisure research. The correlation coefficient.…”
Section: Past Discussion About Inferences Based On the Correlation Cmentioning
confidence: 95%
“…As a consequence, r xy would vary across samples for substantively irrelevant reasons. Comparing r xy 's across different studies would have no substantive meaning and would lead to erroneous conclusions about the nature of the relationship between variables x and y (Christensen and Yoesting, 1976). McCuen (1974) discussed correlations in recreation demand studies to illustrate a second way that correlation analysis could lead to misleading inferences.…”
Section: Past Discussion About Inferences Based On the Correlation Cmentioning
“…Although there has been much debate concerning the problems of choosing the "best" predictors in a multiple regression equation, it has generally been recognized that the order of step wise entry is a simple and efficient method of identifying such predictors (Crandell 1976;Christensen and Yosting 1976;McCuen 1974), and Table 3 shows the best five predictors for each milieu. As one might expect, given the previous results, there are predictors that are common to at least two of the groups; however, there are also substantial differences.…”
Section: Regression Analysis-comparison Of Predictorsmentioning
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