| Literature DB >> 34040281 |
Sarah L Robinson1, Clara Kulich1, Cristina Aelenei2, Vincenzo Iacoviello1.
Abstract
Research on glass cliff political candidacies shows that compared to men, women are more likely to run for office in districts where they are likely to lose. We examined if party differences in whether female candidates face these worse conditions in the United States could account for persistent and growing party and state variation in women's representation. Using election data from 2011 to 2016, we compared Republican versus Democratic candidacies at the state legislative level. We found that women in both parties faced glass cliffs in House races, but not in the Senate. For Republican women, glass cliff conditions accounted for worse election outcomes, but Democratic women were more likely to win when these conditions were considered. Variation in party by state measures of glass cliff effects were also found to explain state variation in women's office holding. We found that for Democrats, more women win when more women run, but for Republicans, more women win only when the seats they face are more winnable. These results point to the role of polarized traditional versus progressive political ideologies in structuring the motives which underlie glass cliff conditions for women in politics, suggesting that practical solutions be tailored to party. To overcome the growing gap in women's representation, current efforts to increase the quantity of women running would be complemented by a focus on improving the quality of contests they face, with Republican women most likely to benefit. Further research attending to the multiple sources of variation which impact gendered election outcomes can inform more targeted solutions for advancing equality. Online slides for instructors who want to use this article for teaching are available on PWQ's website at http://journals.sagepub.com/doi/suppl/10.1177/0361684321992046.Entities:
Keywords: gender gap; gender stereotypes; glass cliff; political ideology
Year: 2021 PMID: 34040281 PMCID: PMC8114328 DOI: 10.1177/0361684321992046
Source DB: PubMed Journal: Psychol Women Q ISSN: 0361-6843
Variables and Codes.
| Variable | Label | Coding |
|---|---|---|
| Chamber | Chamber | 0 = lower, 1 = upper |
| Year | Year | 1 = 2011–2012, 2 = 2013–2014, 3 = 2015–2016 |
| Election success | Won | 0 = lost, 1 = won |
| Prior election success | pWon | 0 = lost, 1 = won |
| Candidate gender | Gender | 0 = male, 1 = female |
| Prior candidate gender | pGender | 0 = male, 1 = female |
| Party | Party | 0 = Democrat, 1 = Republican |
| Incumbency | Incumbent | 0 = non-incumbent, 1 = incumbent |
| Margin of victory or defeat | MOVOD | −100 to 100 (continuous) |
| Prior margin of victory or defeat | pMOVOD | −100 to 100 (continuous) |
| Change in vote margin | MarginChange | 0 = margin decrease, 1 = margin increase |
| Same candidate as prior election | PriorLastName | 0 = different, 1 = same |
| Seat type | Unopposed incumbent, I = incumbent, C = challenger, OpS = open seat, UOpS = unopposed open seat | |
Figure 1.Proportion of Women Running for Office by year (a) and Predicted Probability of Winning the Election for Each Year by Gender (b).
Figure 2.Candidates by Gender and Party (above) and Deviation From Expected Values (below).
Figure 3.Candidates by Gender and Seat Type (above) and Deviation From Expected Values (below).
Figure 4.Proposed Structural Equation Model Mediation Model With Winnability Modeled as a Latent Factor.
Comparison of Goodness of Fit Indices of Nested Structural Equation Models.
| Senate, | |||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|
| χ2 |
| χ2/ | RMSEA | AIC | BIC | CFI | SRMR | Δχ2 | Δ | Threshold (α = .05) | |
| Model 1 | 49.997 | 8 | 6.250 | .048 | 93.997 | 94.230 | .993 | .0156 | |||
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| Model 3 | 60.491 | 13 | 4.653 | .040 | 94.491 | 94.671 | .993 | .0228 | 6.107 | 3 | 7.81 |
| House, | |||||||||||
| Model 1 | 65.508 | 8 | 8.188 | .030 | 109.508 | 109.573 | .998 | .0093 | |||
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| Model 3 | 81.004 | 13 | 6.231 | .025 | 115.004 | 115.005 | .997 | .0113 | 13.201 | 3 | 7.81 |
Note. Model 2, in bold, was retained as the best fitting model for each chamber.
RMSEA = root mean square error of approximation; AIC = Akaike information criterion; BIC = Bayesian information criterion; CFI = comparative fit index; SRMR = standardized root mean square residual.
Standardized Coefficients of Observed Variables for the Confirmatory Factor Analysis of Winnability as a Latent Factor in the Retained Structural Equation Model for Each Chamber.
| Senate, | β [95% CI] |
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|---|---|---|---|---|
| Republican | Winnability → Prior margin | .780 [.767, .796] | .002 | .61 [.59, .63] |
| Winnability → Incumbency | .722 [.692, .751] | .005 | .52 [.48, .56] | |
| Winnability → Prior win/loss | .938 [.922, .953] | .005 | .88 [.85, .91] | |
| Democrat | Winnability → Prior margin | .803 [.792, .814] | .002 | .64 [.63, .66] |
| Winnability → Incumbency | .804 [.777, .835] | .004 | .65 [.60, .70] | |
| Winnability → Prior win/loss | .954 [.939, .966] | .006 | .91 [.88, .93] | |
| House, | β [95% CI] |
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| Republican | Winnability → Prior margin | .769 [.761, .776] | .004 | .59 [.58, .60] |
| Winnability → Incumbency | .743 [.728, .760] | .005 | .55 [.53, .58] | |
| Winnability → Prior win/loss | .960 [.952, .967] | .005 | .92 [.91, .94] | |
| Democrat | Winnability → Prior margin | .798 [.792, .805] | .003 | .64 [.63, .65] |
| Winnability → Incumbency | .819 [.804, .833] | .006 | .67 [.65, .69] | |
| Winnability → Prior win/loss | .965 [.959, .971] | .007 | .93 [.92, .94] | |
Note. Item weights are large, significant, and distributed fairly evenly. Multiple squared correlations (R 2) show shared item variance as accounting for a large part of the individual variance of each measured variable. These elements together contribute to overall confidence in the construct of winnability as composed. CI = confidence interval.
Standardized Path Coefficients for the Effect of Gender on Election Success Mediated by Winnability, With Direct, Indirect, and Total Effects.
| Senate, | Path | β [95% CI] |
| |
|---|---|---|---|---|
| Republican | Path c/total | Gender → Won | −.064 [−.130, −.010] | .016 |
| Path a | Gender → Winnability | −.057 [−.115, .005] | .082 | |
| Path b | Winnability → Won | .819 [.778, .850] | .006 | |
| ab/indirect | c − c′ = ab | −.047 [−.094, .004] | .087 | |
| Path c′/direct | Gender → Won | −.017 [−.060, .016] | .316 | |
| Democrat | Path c/total | Gender → Won | .001 [−.061, .061] | .994 |
| Path a | Gender → Winnability | −.004 [−.065, .051] | .914 | |
| Path b | Winnability → Won | .851 [.822, .885] | .002 | |
| ab/indirect | c − c′ = ab | −.003 [−.055, .043] | .914 | |
| Path c′/direct | Gender → Won | .004 [−.026, .035] | .735 | |
| House, | Path | β [95% CI] |
| |
| Republican | Path c/total | Gender → Won | −.054 [−.084, −.021] | .004 |
| Path a | Gender → Winnability | −.049 [−.077, −.020] | .003 | |
| Path b | Winnability → Won | .852 [.831, .866] | .012 | |
| ab/indirect | c − c′ = ab | −.042 [−.066, −.017] | .003 | |
| Path c′/direct | Gender → Won | −.013 [−.032, .005] | .157 | |
| Democrat | Path c/total | Gender → Won | −.023 [−.053, .008] | .180 |
| Path a | Gender → Winnability | −.047 [−.078, .016] | .003 | |
| Path b | Winnability → Won | .886 [.871, .900] | .007 | |
| ab/indirect | c − c′ = ab | −.042 [−.069, −.014] | .003 | |
| Path c′/direct | Gender → Won | .019 [.003, .037] | .016 | |
Note. Multigroup structural equation model analysis was performed separately for each chamber. Parameters were estimated using bootstrapped maximum likelihood with bias corrected confidence intervals. CI = confidence interval.
Figure 5.Structural Equation Models With Standardized Path Coefficients for Each Party in Each Chamber.
Four-Way Contingency Table of Prior Candidate and Current Candidate Gender, Conditioned on Prior Election Success and Party Belonging.
| Senate, | House, | ||||||||
|---|---|---|---|---|---|---|---|---|---|
| Prior Election Success | Prior Candidate Gender | Current Candidate Gender | Prior Election Success | Prior Candidate Gender | Current Candidate Gender | ||||
| Male | Female | Male | Female | ||||||
| Democrat | Lost | Male | 138 | 69 | Democrat | Lost | Male | 569 | 248 |
| Female | 76 | 43 | Female | 198 | 275 | ||||
| Won | Male | 61 | 26 | Won | Male | 167 | 117 | ||
| Female | 26 | 15 | Female | 86 | 64 | ||||
| Republican | Lost | Male | 179 | 43 | Republican | Lost | Male | 543 | 118 |
| Female | 39 | 18 | Female | 97 | 73 | ||||
| Won | Male | 125 | 36 | Won | Male | 365 | 83 | ||
| Female | 21 | 4 | Female | 87 | 26 | ||||
Figure 6.House Candidates by Gender for Each Party Who Lost But Ran Again (Same), Versus Those Who Were New Candidates (Different) (above), and Deviation From Expected Values (below).
Figure 7.Number of Candidates by Gender Who Moved the Vote Share Positively Versus Negatively for Their Party (above), and Deviation From Expected Values (below).