Detailed Outline
Abbreviated Outline
I. Overview (page 244)
Focus: Five issues not considered in Chaps. 6 and 7
Apply to any regression analysis but focus on
binary logistic model
Goal: determine “best” model
- Modeling strategy when there are two or more
exposure variables - Screening variables when modeling
- Collinearity diagnostics
- Influential observations
- Multiple testing
II. Modeling Strategy for Several Exposure Variables
(pages 244–262)
A. Extend modeling strategy for (0,1) outcome,k
exposures (Es), andpcontrol variables (Cs)
B. Example with twoEs: Cross-sectional study,
Grady Hospital, Atlanta, GA, 297 adult patients
Diagnosis: Staphylococcus aureus Infection
PREVHOSP, PAMU?
controlling for AGE, GENDER
MRSA,
Question:
C. Modeling strategy summary: SeveralEs andCs
Model: Logit PðXÞ
¼aþ~
q
i¼ 1
biEiþ~
p 1
j¼ 1
gjVjþ~
q
i¼ 1
~
p 2
k¼ 1
dikEiWk
þ~
q
i¼ 1
~
q
i^0 ¼ 1
i 6 ¼i^0
d*ii 0 EiEi^0
Step 1: Define initial model (above formula)
Step 2: Assess interaction
Option A: Overall chunk test
þOptions B or C
Option B: TestEWs, thenEEs
Option C: TestEWs, but assessVs before
EEs
Step 3: Assess confounding and precision (Vs)
Options A and B (continued):Vs after
EWs andEEs
Options C (continued):Vs afterEWs,
but prior toEEs
Step 4: Test for nonsignifEs if not components of
significantEEs
286 8. Additional Modeling Strategy Issues