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Journal Club Notes
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Learning Objectives Explain what is meant by confounding
Identify and apply strategies to address confounding Explain regression analysis Use logistic regression analysis when appropriate
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Confounding Confounder – variable that is associated with both the risk factor/exposure (independent variable) and the outcome/disease (dependent variable) Not all variables that predict the outcome are confounders Failure to control for confounders leads to inaccurate estimates of the association between the risk factor and the outcome
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Identifying Confounders
From the existing literature What have other studies identified as confounders? Run bivariate analysis between Potential confounder and risk factor/exposure of interest Potential confounder and the outcome/disease If you have a statistically significant association in both cases, then you have a confounder
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Example #1 Smoking, Drug Use and Low birthweight
Is drug use a confounder? YES Drug use associated with smoking Drug use associated with low birthweight Failure to control for drug use will overestimate the association between smoking and low birthweight
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Example #2 Smoking, multiple gestation and low birthweight
Is multiple gestation a confounder? NO Multiple gestation associated with low birthweight Multiple gestation NOT associated with smoking Failure to control for multiple gestation should not affect the magnitude of the association between smoking and low birthweight
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Strategies to Deal with Counfounding
Two most common strategies Stratification Run separate analysis Separate analyses for drug users and nondrug users Multivariate analyses Statistical method to adjust for confounders Regression analysis
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Which Strategy to Use How large is your sample? If you have a small sample, stratifying data may result in too small of a sample and inadequate power You may not be able to detect a significant association even if one exists Do you have statistical software capable of multivariate analyses? Excel can’t do this SPSS and SAS commonly used
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Multivariable Logistic Regression
Commonly used in epidemiology and health services research Statistical method used study the effects of multiple risk factors/exposures on outcomes/disease simultaneously Used when the outcome is binary (has two values – e.g., yes/no)
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Kawakita et al. Duration of Oxytocin and Rupture of the Membrances before Diagnosing a Failed Induction of Labor
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Choice of Study Design Why retrospective cohort design?
Randomized control trial not appropriate – can’t randomize length of latent phase Prospective cohort – very expensive for large sample Retrospective cohort – data already being collected in a systematic manner; allows for large sample size; much more feasible than prospective cohort Case-control – would have to start with the outcomes and look backwards; lower level of evidence than cohort Cross sectional – lose the temporality (cause and effect)
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Statistical Analyses Chi-square test – used to compare two or more proportions Fisher exact test – used to compare proportions when cell size is less than 6 Wilcoxon rank sum test – used to compare means of continuous variables Nonparametric test Used when variables are not normally distributed If normally distributed can use T-test (if comparing two means) or ANOVA (if comparing more than two means)
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Use of Logistic Regression
Outcomes are binary (Dependent variables) Chorioamnionitis (yes/no) Endometritis (yes/no) Postpartum hemorrhage (yes/no) NICU admission (yes/no) Mechanical ventilation (yes/no) Neonatal sepsis (yes/no)
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Use of Logistic Regression
For each maternal and newborn outcome, studied the association between that outcome and remaining/exiting the latent phase (key independent variable) Adjusted for gestational age at delivery, race-ethnicity, BMI on admission, and hospital type Are these potential confounders?
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