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. Author manuscript; available in PMC: 2009 Dec 1.
Published in final edited form as: COPD. 2008 Dec;5(6):339–346. doi: 10.1080/15412550802522700

Table 3.

Logistic regression prediction models of health-care utilization for respiratory problems

Derivation Cohort*
Internal Validation*
Hospitalization Emergency Department Visit Two or More Outpatient Visits Hospitalization Emergency Department Visit Two or More Outpatient Visits


Model 1: Demographics, comorbidities, & tobacco history
Model p value .018 .63 .46 .046 .051 .0052
C-index** 80% 64% 59% 79% 73% 70%
Model 2: Model 1 + COPD Severity Score
Odds ratio for COPD Severity Score§ 1.66 (p<.001) 1.77 (p<.001) 1.91 (p<.001) 1.99 (p=.001) 1.54 (p=.001) 1.67 (p<.001)
Model p value <.0001 .0005 <.0001 .0003 .0012 <.0001
C-index** 87% 82% 77% 91% 82% 78%
p-value for C-index difference between Model 1 & Model 2 .03 .0031 <.0001 .048 .021 .029
*

Derivation cohort used baseline data from 2002 to predict outcomes reported one year later in 2003. Internal validation used baseline data from 2003 to predict outcomes reported one year later in 2004

Covariates in Model 1 consist of age, race, educational attainment, tobacco history, and medical comorbidities (heart failure, coronary artery disease, diabetes, and sleep apnea). Covariates chosen to maximize C-index of Model 1.

Based on likelihood ratio test of global null hypothesis. Model 1 has 8 df. Model 2 has 9 df.

**

C-index is area under the receiver operator characteristics curve

§

Odds ratios expressed per ½ standard deviation increase in COPD Severity Score (p-value)

p-value from χ2 comparing C-index