Funnel Plots in Meta-analysis with Metafor in R

11:  Funnel Plots
Ordinary funnel, trim & fill
Meta-analysis in R with Metafor
Funnel Plots
Plot of effect size by standard error or sample size. Flows from sampling
distribution. Typically used to assess distribution symmetry and
heterogeneity by inspection.  Also used to infer availability or publication
bias; trim & fill is a kind of sensitivity (“what if”) analysis
The funnel command – examine your data – know your data
transformations and standard errors
The trim-and-fill analysis with the funnel command – impute missing
values, re-compute funnel plot
R Code
McDaniel data in z
Plain funnel
Trim & Fill results
Trim & Fill funnel
McDaniel data in r
Plain funnel
Trim & Fill results
Trim & Fill funnel
Side by Side Funnels
Without Trim and Fill
Z
r
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Funnel plots in meta-analysis help assess distribution symmetry, heterogeneity, and publication bias. The trim and fill analysis with Metafor in R examines data transformations, imputes missing values, and performs sensitivity analysis through re-computing funnel plots.

  • Meta-analysis
  • Funnel plots
  • Metafor
  • R programming
  • Sensitivity analysis

Uploaded on Sep 20, 2024 | 1 Views


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  1. Meta-analysis in R with Metafor 11: Funnel Plots Ordinary funnel, trim & fill

  2. Funnel Plots Plot of effect size by standard error or sample size. Flows from sampling distribution. Typically used to assess distribution symmetry and heterogeneity by inspection. Also used to infer availability or publication bias; trim & fill is a kind of sensitivity ( what if ) analysis The funnel command examine your data know your data transformations and standard errors The trim-and-fill analysis with the funnel command impute missing values, re-compute funnel plot

  3. R Code McDaniel data in z Plain funnel Trim & Fill results Trim & Fill funnel McDaniel data in r Plain funnel Trim & Fill results Trim & Fill funnel

  4. Side by Side Funnels Without Trim and Fill Z r 0.000 0.000 0.144 0.071 Standard Error Standard Error 0.289 0.142 0.433 0.213 0.577 0.284 -1.00 0.00 1.00 2.00 3.00 -0.50 0.00 0.50 1.00 Fisher's z Transformed Correlation Coefficient Correlation Coefficient

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