Meta-Regression Analysis as the Socio-Economics of Economic Research
By T. Stanley, C. Doucouliagos, Stephen B. Jarrell. 2008
140 citations recorded by the source corpus.
Subfields: Economics and Econometrics
View Paper: https://www.semanticscholar.org/paper/a326f5d6cef82d822800b23249c0c0e4916da0bb
Citations in the corpus
- Rose effect and the euro: is the magic gone? (2010, unknown): “The Rose effect literature taken as a whole shows signs of the economics research cycle (Goldfarb 1995; Stanley et al. 2008): the reported t -statistic is a quadratic concave function of the publication year.”
- Demand for gasoline is more price-inelastic than commonly thought (2011, unknown): “Finally, the magnitude of publication bias decreases in time, which is consistent with the economics-research-cycle hypothesis (Goldfarb, 1995; Stanley et al., 2008).”
- The Effects of Non‐tariff Measures on Agri‐food Trade: A Review and Meta‐analysis of Empirical Evidence (2018, unknown): “The publication selection is a main concern of MA: it may bias estimates and create heterogeneity across studies, undermining the validity of inferences and policy implications (Stanley et al., 2008; Doucouliagos and Stanley, 2013).)”
- Estimating vertical spillovers from FDI: Why results vary and what the true effect is (2011, unknown): “Finally, Stanley et al. (2008) suggest how to test formally whether some aspects of methodology are associated with publication selection.”
- Determining water use efficiency for wheat and cotton: A meta-regression analysis (2016, unknown): “Publication bias reduces the validity and reliability of meta-regression analyses, that is, distorting the estimates of measures and making empirical effects seem larger than they actually are (Rosenberger and Stanley, 2006; Stanley et al., 2008).”
- Determinants of audit report lag: A meta-analysis (2018, unknown): “We follow Hay and Knechel (2017) in developing the test equations, which are derived from Stanley et al. (2008).”
- Education and Economic Growth: A Meta-Regression Analysis (2014, unknown): “Therefore, the reported effect will be proportional to its standard error, ceteris paribus (Stanley et al., 2008).”
- Is the Environmental Kuznets Curve for deforestation a threatened theory? A meta-analysis of the literature (2013, unknown): “This problem is referred as the “file drawer” problem by meta-analysts (Stanley et al., 2008).”