Hello all,
I have a logistic regression model including an interaction term between two categorical variables (sex and race). I am using population representative data. The output (slightly edited for readability) is pasted below. My question is: How do I interpret the 95% CIs that cross 0? My understanding is that marginal predictions after logistic regression are interpreted as predicted probabilities, so I was expecting to see CIs constrained to be between 0 and 1.
Thank you
I have a logistic regression model including an interaction term between two categorical variables (sex and race). I am using population representative data. The output (slightly edited for readability) is pasted below. My question is: How do I interpret the 95% CIs that cross 0? My understanding is that marginal predictions after logistic regression are interpreted as predicted probabilities, so I was expecting to see CIs constrained to be between 0 and 1.
Code:
. margins sex#race4, vce(unconditional)
Predictive margins
Number of strata = 76 Number of obs = 2,389
Number of PSUs = 843 Population size = 2,352.5017
Design df = 767
Expression: Pr(outcome), predict()
Linearized
Margin std. err. t P>t [95% conf. interval]
0. Male #1. White | .0477874 .0066719 7.16 0.000 .0346899 .0608848
0. Male #2. Black | .0869118 .0247047 3.52 0.000 .038415 .1354086
0. Male #3. Hispanic | .0127917 .0088384 1.45 0.148 -.0045588 .0301421
0. Male #4. Other/Multi | .0740847 .0329425 2.25 0.025 .0094165 .138753
1. Female#1. White | .0840895 .0160033 5.25 0.000 .052674 .115505
1. Female#2. Black | .0266466 .0174556 1.53 0.127 -.0076199 .060913
1. Female#3. Hispanic | .1230033 .0744384 1.65 0.099 -.0231239 .2691304
1. Female#4. Other/Multi | .0486798 .0288685 1.69 0.092 -.0079909 .1053504

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