Table 3.
Morbidity Model | Health Model | |||||||||||
---|---|---|---|---|---|---|---|---|---|---|---|---|
Variables | Nonlinearity | Variables | Nonlinearity | |||||||||
1 | 2 | 3 | 4 | 5 | 6 | 7 | ||||||
Variables | Levels | Coef.* | Rsq∼ | sig† | nl.df | nl.sig† | Coef.* | Rsq∼ | sig† | nl.df | nl.sig† | |
1 | Sex | Male | ||||||||||
Female | .66 | .005 | 0 | – | – | .07 | .001 | 7.4E-6 | – | – | ||
2 | Race | White | ||||||||||
Black | −.01 | .23 | ||||||||||
Hispanic | −.78 | .002 | 4.4E-8 | – | – | .00 | .004 | 0 | – | – | ||
3 | Marital | Never:Alone | ||||||||||
status: | Never:Others | −.31 | .10 | |||||||||
Living | Mar:Spouse | −.14 | .11 | |||||||||
arrangement | Div:Alone | .51 | −.00 | |||||||||
Div:Others | 1.10 | .08 | ||||||||||
Sep:Alone | .09 | .08 | ||||||||||
Sep:Others | .12 | −.10 | ||||||||||
Wid:Alone | .40 | .003 | 4.8E-9 | − | − | .17 | .003 | 1.1E-10 | − | − | ||
Wid:Others | ||||||||||||
4 | Education | Elementary | ||||||||||
Jr. high | −.34 | −.12 | ||||||||||
HS grad | −.76 | −.34 | ||||||||||
Any college | −.43 | −.44 | ||||||||||
College grad.+ | −.65 | .002 | 1.5E-9 | − | − | −.60 | .018 | 0 | − | − | ||
5 | Income◊ | .015 | 0 | 3.1 | 1.0E-9 | .021 | 0 | 3.1 | 0 | |||
6 | Age◊ | .026 | 0 | 2.3 | .002 | .055 | 0 | 2.3 | 4.4E-16 | |||
Base model | Intcpt‡ | Rsq∼ | Intcpt‡ | Rsq∼ | ||||||||
3.92 | .112 | 0 | 2.40 | .212 | 0 |
Mar=married; Div=divorced; Sep=separated; Wid=widowed.
Morbidity Index (none to 30 points) is a composite of seven NHIS variables. Health is self-assessed (Excellent=1 to Poor=5). See Methods section in text.
Categorical term coefficients contrast the first with subsequent levels.
Rsq Approx. R-squared estimated from change in deviance residuals when variable of interest is dropped from 11-term model.
Significance estimates are from F-tests comparing the 6-term model to a five-term model, dropping the variable of interest.
P-values less than 1.0×10−4 are written as 1.0E-4; p-values less than 10E-16 are given as zero.
Predicted mean value of outcome, the model intercept, is plotted as zero on Y-axis in plots of model terms. Model intercept, predicted mean value of outcome, is zero on Y-axis in plots of model terms. See Figures.
Nonlinearity significance indicates whether a curved term is statistically preferable to a linear version.
Continuous functions estimated with S-Plus GAM lo() smoother (span=1/2 of data).