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The random effects model was used to pool data [27].
A random effect model was used to pool data.
A fixed effects model was used to pool data from each trial.
Random effects meta-analyses were used to pool data to calculate prevalence estimates of vertical transmission.
Random effects models and meta-regression analyses were used to pool data from individual studies.
A random-effect Mantel-Haenszel model was used to pool data.
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The random-effects model was used to pool the data when moderate heterogeneity existed; however, the data were not pooled if high heterogeneity existed (I value > 75%).
Quality assessment was performed in accordance with the Newland Ottawa Scale, and random effects analysis was used to pool the data from the available studies.
The fixed-effects model and the random-effects model, based on the Mantel-Haenszel method and the DerSimonian and Laird method, respectively, were used to pool the data from different studies [26], [27].
Random effects mode was used to pool the data.
The inverse variance method was used to pool dichotomous data and to calculate weighted mean differences with 95% CIs.
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