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Trellis and related plots are frequent in the statistical literature, e.g., for testing and adjusting methods for publication bias [ 4– 10] and meta-analysis in general [ 11– 13].
That "George Eliot" should prefer the method of publication he now for the second time adopts may or may not be regrettable.
A standard method for detecting publication bias is a funnel graph.
Borenstein [4] initially proposed using cumulative meta-analysis, with ordering by precision, as a method for reducing publication bias; see also [5, 6].
A qualitative method for analyzing publication bias is the funnel plot.
We chose a commonly used method for detecting publication bias, which is a graphical plot of estimates of the ORs from the individual studies versus the inverse of their variances, which is commonly referred to as a "funnel plot".
RQ2: What are the most common methods of publication for the papers?
RQ2 asked "What are the most common methods of publication for the papers?" The majority of papers were published in conferences with the evolutionary computation conference GECCO publishing the most papers at seven.
The 'trim and fill' method is a non-parametric method of adjusting for publication bias based on the funnel plot [ 17, 18].
PE was quantified by a normal phase HPLC—evaporative light scattering detector (ELSD) method as described in Guerfal et al. (the method is accepted for publication in Cold Spring Harbor Protocols: 'Analyzing and understanding lipids of yeast: a challenging endeavour').
The most recent literature suggests that the most appropriate application of a univariate method to test for publication bias is to apply the trim and fill method to the log odds ratio of the two variables (Bürkner and Doebler 2014).
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