Table 1.
Models of least-squares and logistic regression analyses of the influence of African-American status on five indicators of prescription practices in the psychiatric emergency service1
| Independent variable | N of psychiatric
medications |
Receipt of antipsychotic
agent |
N doses of
antipsychotic |
N injections of
antipsychotic |
24-hour dosage of antipsychotic |
|||||
|---|---|---|---|---|---|---|---|---|---|---|
| Beta | p | Odds ratio | p | Beta | p | Beta | p | Beta | p | |
| African American | .99 | <.005 | 1.27 | .71 | 1.21 | .02 | .54 | .04 | 862 | <.001 |
| African-American status by Art of Care Scale score | –.25 | .65 | .88 | .89 | –.56 | .50 | –.57 | .18 | –722 | .05 |
| R2 or percent correctly predicted | R2=.39 | %=74 | R2=.35 | R2=.14 | R2=22 | |||||
The model controlled for medication indicators (presence of a psychotic disorder, severity of psychiatric disturbance [GAS score], dangerousness, psychiatric history, and whether; physical restraints were used) and service variables (hours spent in the emergency service, clinician's efforts to engage the patient in treatment, and whether optimum time was spent in the evaluation). Analyses used least-squares regression, except for the receipt of antipsychotic medication, for which logistic regression was used. N = 442 for number of psychiatric medications and receipt of antipsychotic agent; for other dependent variables, N = 169 (number of patients who received an antipsychotic agent).