Table 4.
Discrete Change in Predicted Probability of CR PIM use* | Bootstrapped 95% CI | |
---|---|---|
Medication use | ||
Caregiver (CG) | ||
0 CG PIMs → CG taking 1 PIM | +9.9 | 0.5, 17.7 |
Care recipient (CR) | ||
Number of medications currently taking | ||
0-3 medications → 4-8 medications | +21.1 | 12.8, 29.0 |
0-3 medications → 9+ medications | +41.5 | 27.0, 53.3 |
Other factors | ||
CG age (1 SD increase) | -8.7 | -13.9, -2.7 |
CG relationship to care-recipient | ||
Non-spouse → Spouse caregiver | +25.9 | 13.5, 34.6 |
CG race/ethnicity | ||
White non-Hispanic → Hispanic | +21.6 | -2.4, 50.3† |
CG years living in US (1 SD increase) | +11.0 | -0.1, 25.5† |
CR sex | ||
Female → Male | -15.6 | -26.1, -4.6 |
Discrete change is the change in predicted probability (multiplied by 100) going from 0 to 1 for binary independent variables with all other covariates set to their mean. For continuous variables, discrete change represents the change in predicted probability of care-recipient PIM associated with a 1 standard deviation change at the mean.
While the bootstrapped 95% CI of the discrete change in predicted probability includes the value of zero, the logistic regression model indicated statistical significance (see Table 3).
PIM, Potentially Inappropriate Medication; CG, Caregiver; CR, Care-recipient; CI, Confidence Interval ; SD, Standard Deviation.