Group self-investment relates to collective guilt in an inverted-U curve.

Evidence

Replicating previous results, we found evidence for a quadratic relation between selfinvestment and collective guilt (see Table 2 and Figure 1(c)). The quadratic term of selfinvestment yielded a significant effect, ß = −.20, t(102) = −2.01, p = .047. … Notably, inclusion of attitudes toward same-sex marriage as covariate in the analysis further supported our findings. We found a positive main effect of attitudes, ß = .51, t(101) = 6.09, p < .001, indicating that respondents who hold more positive attitudes toward same-sex marriage experienced more collective guilt. More importantly, inclusion of attitudes did not change the significance of the quadratic term of self-investment, ß = −.22, t (101) = −2.52, p = .013. This provides additional support for the robustness of the quadratic effect of self-investment. The critical values for self-investment amounted to 4.72 and 7.56 and fell both in the observable range of self-investment (1 to 9). Results of simple slope analysis thus indicated an inverted U-shaped function. — Torsten Masson and Markus Barth, The identification-guilt paradox…, 52

Categorization

  • QUESTION: The critical inflection values 4.72 and 7.56 on a 1-9 scale are exactly the kind of measurable threshold this research seeks — worth extracting as candidate ‘tipping point’ coordinates.
  • XREF: Directly extends Roccas et al.’s attachment/glorification distinction; the inverted-U shape is the load-bearing evidence for the curvilinear tipping-point model. — connects to: Group-based guilt peaks at medium self-investment and drops at high levels — Torsten Masson and Markus Barth, The identification-guilt paradox…, 7; Identification relates to collective guilt along a nonlinear inverted-U curve. — Torsten Masson and Markus Barth, The identification-guilt paradox…, 15; In-group identification relates to collective guilt in a non-linear fashion. — Torsten Masson and Markus Barth, The identification-guilt paradox…, 25 (+10 more)

Broader Connections