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Copyright by Radhika Anantharaman Nair 2005 - The University of ...

Copyright by Radhika Anantharaman Nair 2005 - The University of ...

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Ordinary least squares regression was used to determine the relationship betweenthe independent variables and monthly depression-related physician visits. <strong>The</strong> analysisyielded an adjusted R-square <strong>of</strong> 0.038, but none <strong>of</strong> the variables in the model weresignificant.To further evaluate the relationship with age, the variable percentage <strong>of</strong>individuals 45 years and older with depression-related visits was replaced with threevariables which measured the percentage <strong>of</strong> individuals with depression-related visits andwere 25-44 years, 45-64 years and 65 years and older. Again, none <strong>of</strong> the variables weresignificant.Time Series Analyses: Split <strong>by</strong> Time (Objective IV)To determine if any <strong>of</strong> the relationships were significant in time period one werealso significant in time period two, the dataset was split <strong>by</strong> time period (January 1994 toAugust 1997, September 1997 to April 2001). <strong>The</strong> time series analysis for both timeperiods with untransformed and transformed (Logarithmic) values for depression-relatedvisits and total DTCA expenditures for antidepressants yielded the same result and theresults from the analysis with untransformed variables are reported.<strong>The</strong> critical interval for positive autocorrelation was identified as 1.336 to 1.720and for negative autocorrelation above 2.664 (4.0-1.336=2.664). <strong>The</strong> Durbin-Watsonstatistic for time period one and two were calculated to be 2.093 and 2.017, respectively.<strong>The</strong> null hypothesis <strong>of</strong> no serial correlation present in error term for both time periodswas not rejected. On regressing the independent variables on depression-related, none <strong>of</strong>the variables were significant in either time period (Table 5.48).360

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