Table 4.
Meta-regression and subgroup analysis results for social perceptions of interaction partners
| Response | Meta-regression | Subgroup analysis |
|---|---|---|
| Perceived likeability | Appearance difference: F = 7.48, p = 0.011; BF10 = 4.559 | ![]() |
| Interaction task: F = 5.16, p = 0.007; BF10 = 4.839 | ![]() |
|
| Perceived competence | Agent form: F = 13.42, p = 0.001; BF10 = 16.598 | ![]() |
| Appearance difference: F = 12.49, p = 0.002; BF10 = 19.646 | ![]() |
|
| Interaction medium: F = 12.08, p = 0.002; BF10 = 14.841 | ![]() |
|
| Agency attribution | Interaction medium: F = 7.09, p = 0.026; BF10 = 4.331 | ![]() |
| Responsibility attribution | Study setting: F = 11.34, p = 0.007; BF10 = 4.271 | ![]() |
| Interaction realism: F = 11.34, p = 0.007; BF10 = 4.271 | ![]() |
Moderator analyses were conducted for response types with significant effect-size heterogeneity and at least ten available studies. Potential moderators were tested individually. For categorical moderators with multiple conditions, only conditions represented by at least three studies were included. For simplicity, this table presents results only for moderators that both reached frequentist significance and received at least substantial Bayesian support (p < 0.05; BF10 > 3). Full results for all tested moderators are available in Supplementary Table 9. For meta-regression results, F-value is from random-effects meta-regression. BF10 represents the Bayesian evidence for H1 (i.e., presence of a moderating effect) over H0 (i.e., absence of a moderating effect). For follow-up subgroup analyses, Hedges’ g and 95% CI were estimated via random-effects meta-analyses and visualised via orchard plots. k is the number of studies including in the analysis. m is the number of effect sizes included.







