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Meta-analyses were conducted using the generic variance approach [24], [25] and the random effects model [26].
Meta-analysis was conducted using the generic variance approach [28], [29] and the random effects model [30].
Meta-ORs were calculated using the generic variance approach.
Relevant associations between manual work, vibration exposure (at work) and Dupuytren's contracture were extracted from the articles and a metarisk calculated using the generic variance approach (meta-odds ratios, meta-OR).
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Data were pooled using the generic inverse variance method, which weights each study by the inverse of the variance of its effect estimate; the weight is adjusted in the presence of between-study heterogeneity.
Estimates for the fixed effects model were calculated using the generic inverse variance method in which each study estimate is given a weight equal to the inverse of the variance of its effect estimate.
For time to event data, hazard ratios were pooled using the generic inverse variance facility of RevMan 5. Random effects models were used for all meta-analyses.
Pooled analyses were conducted using the generic inverse variance method with random effects models.
We included these estimates in the meta-analysis using the generic inverse variance method.
We combined data from individually and cluster RCTs using the generic inverse variance method.
Pooled estimates were obtained with a random effect model, using the generic inverse variance method [ 33].
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