BACKGROUND: Several shoulder function scores are used in research, with no universally adopted standard. This study compares 6 shoulder outcome scales. HYPOTHESIS: Correlations exist between shoulder outcome scales, allowing conversion between scales. Shoulder scales are correlated with age. STUDY DESIGN: Regression and correlation study. METHODS: Seventy subjects with shoulder pain completed 6 shoulder outcome scales. Pearson correlations were calculated between the total scores of the 6 instruments, between the components of the scales, and with age. Regression equations were calculated between scales. RESULTS: The range of r values for total scores was 0.495 < or = r < or = 0.770, P < or = .01. In general, a scale's components were themselves highly correlated and added little new information to the scale (0.260 < or = r < or = 0.705, P < or = .05). Most of the scale scores were highly correlated with age (0.291 < or = r < or = 0.582, P < or = .05). Constant's reported corrections for age reduced (from r = -0.582 to r = -0.250, P < .05) but did not eliminate age as a confounding variable. CONCLUSIONS: Correlations exist between shoulder outcome scales, but existing shoulder scales are not equivalent in their assessments of function; they contain redundant information and, in some cases, may reflect a patient's age better than his/her shoulder function. The utility of conversion equations is minimized as a result of low to moderate correlations between scales. Copyright 2004 American Orthopaedic Society for Sports Medicine
BACKGROUND: Several shoulder function scores are used in research, with no universally adopted standard. This study compares 6 shoulder outcome scales. HYPOTHESIS: Correlations exist between shoulder outcome scales, allowing conversion between scales. Shoulder scales are correlated with age. STUDY DESIGN: Regression and correlation study. METHODS: Seventy subjects with shoulder pain completed 6 shoulder outcome scales. Pearson correlations were calculated between the total scores of the 6 instruments, between the components of the scales, and with age. Regression equations were calculated between scales. RESULTS: The range of r values for total scores was 0.495 < or = r < or = 0.770, P < or = .01. In general, a scale's components were themselves highly correlated and added little new information to the scale (0.260 < or = r < or = 0.705, P < or = .05). Most of the scale scores were highly correlated with age (0.291 < or = r < or = 0.582, P < or = .05). Constant's reported corrections for age reduced (from r = -0.582 to r = -0.250, P < .05) but did not eliminate age as a confounding variable. CONCLUSIONS: Correlations exist between shoulder outcome scales, but existing shoulder scales are not equivalent in their assessments of function; they contain redundant information and, in some cases, may reflect a patient's age better than his/her shoulder function. The utility of conversion equations is minimized as a result of low to moderate correlations between scales. Copyright 2004 American Orthopaedic Society for Sports Medicine
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