| Literature DB >> 31075155 |
Paige Brown Jarreau1,2, Imogene A Cancellare3, Becky J Carmichael2, Lance Porter4, Daniel Toker5, Samantha Z Yammine6.
Abstract
In an online Qualtrics panel survey experiment (N = 1620), we found that scientists posting self-portraits ("selfies") to Instagram from the science lab/field were perceived as significantly warmer and more trustworthy, and no less competent, than scientists posting photos of only their work. Participants who viewed scientist selfies, especially posts containing the face of a female scientist, perceived scientists as significantly warmer than did participants who saw science-only images or control images. Participants who viewed selfies also perceived less symbolic threat from scientists. Most encouragingly, participants viewing selfies, either of male or female scientists, did not perceive scientists as any less competent than did participants viewing science-only or control images. Subjects who viewed female scientist selfies also perceived science as less exclusively male. Our findings suggest that self-portraiture by STEM professionals on social media can mitigate negative attitudes toward scientists.Entities:
Mesh:
Year: 2019 PMID: 31075155 PMCID: PMC6510418 DOI: 10.1371/journal.pone.0216625
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Scientists selfie example images and outcome means by stimulus group.
Bar graphs (boxes “f”: through “l”) represent impacts of IG stimulus viewing on enjoyment (box i), perceived trustworthiness of the IGers (box j), perceived symbolic threat from scientists (box k), warmth and competence evaluations of individual scientist IGers (top of boxes f and g), perceived warmth and competence of scientists (bottom of boxes f and g), and gender science stereotypes (box k). For bar graph values and standard errors, see Table 1. Asterisks (*) denote significant differences between means (per box) connected by dotted lines. Select comparisons are represented visually for emphasis; for an exhaustive list, see Table 1. Figure created by Jen Burgess, Isoline Studios.
Impacts of stimulus on key outcomes—ANCOVA analyses with post hoc estimated mean contrasts by stimulus group.
| Estimated marginal mean (standard error) | |||||||
|---|---|---|---|---|---|---|---|
| Control | Science Male | Science Female | Selfie Male | Selfie Female | |||
| Enjoyment | 3.38(.04) | 3.59(.04) | 3.61(.04) | 3.65(.04) | 3.63(.04) | 6.82 | .017 |
| IGers | |||||||
| Warmth1 | 2.91(.04) | 2.88(.04) | 3.33(.04) | 3.67(.04) | 76.67 | .157 | |
| Competence1 | 3.57(.05) | 3.51(.05) | 3.47(.05) | 3.64(.04) | 2.82 | .007 | |
| Warmth2 | 3.00 (.04) | 2.92(.04) | 3.39(.04) | 3.49(.04) | 48.44 | .105 | |
| Competence2 | 3.65(.04) | 3.55(.04) | 3.52(.04) | 3.48(.04) | 2.90 | .007 | |
| Trust | 5.17(.06) | 5.16(.07) | 5.31(.07) | 5.47(.07) | 5.63(.07) | 9.60 | .024 |
| Scientists | |||||||
| Warmth | 3.31(.04) | 3.30(.04) | 3.33(.04) | 3.40(.04) | 3.52(.04) | 6.62 | .017 |
| Competence | 3.97(.04) | 3.96(.04) | 3.96(.04) | 4.07(.04) | 4.09(.04) | 2.47 | .006 |
| Threat | 2.77(.06) | 2.57(.06) | 2.66(.06) | 2.50(.06) | 2.55(.06) | 3.22 | .008 |
| Gender Stereotypes | 2.44(.04) | 2.51(.05) | 2.48(.05) | 2.42(.05) | 2.70(.04) | 6.20 | .016 |
| Looks Like Scientists | - | - | - | 3.30(.06) | 3.30(.96) | .01 | .00 |
Notes: Results based on SPSS GLM ANCOVA analyses. Degrees of freedom are F(4, 1569) for Enjoyment, Trust, Warmth/Competence, Gender Stereotypes; F(4, 1568) for Threat; F(3, 1237) for IGer Warmth/Competence; F(1, 623) for Look Like Scientists. For models of IGer warmth/competence denoted with a “2” superscript, perceived attractiveness was added as a covariate. Means with differing subscripts within rows are significantly different at or below the p < .05 based on Bonferroni post hoc pairwise comparisons.
*p < .05.
**p < .01.
***p < .001.
Linear regression analysis predicting scientist Instagrammer warmth and competence.
| Model 1 | Warmth | Competence | ||
|---|---|---|---|---|
| 95% CI of | 95% CI of | |||
| Constant | [.65, 1.22] | [1.26, 1.86] | ||
| Stimulus | .35 | [.51, .66] | -.01 | [-.09, .08] |
| Scientist gender | .09 | [.08, .24] | .03 | [-.03, .14] |
| Enjoyment | .40 | [.35, .45] | .42 | [.36, .47] |
| Participant gender | .04 | [-.01, .15] | .04 | [-.03, .14] |
| Participant age | -.01 | [-.01, .01] | .01 | [-.01, .01] |
| Participant education | .03 | [-.03, .05] | .08 | [.01, .08] |
| Interest in science | .04 | [-.01, .07] | .04 | [-.01, .08] |
| Religion | .04 | [-.01, .05] | .02 | [-.02, .04] |
| Know a scientist | -.04 | [-.20, .02] | .01 | [-.10, .12] |
| Instagram use | .08 | [.01, .06] | .06 | [.01, .05] |
| Democrat vs Other | .04 | [-.03, .18] | .05 | [-.02, .20] |
| Indep. vs Other | .02 | [-.06, .13] | -.01 | [-.11, .09] |
| Attractiveness | .31 | [.33, .46] | .26 | [.26, .40] |
| 48.64 | 29.58 | |||
| R2 | .32 | .22 | ||
Notes: β = standardized coefficient. B = unstandardized coefficient. CI = confidence interval. Degrees of freedom for both regression equations are F(12, 1235). Stimulus variable represents science-only posts versus selfie posts. Only weak correlations are found between predictors: IGer attractiveness and scientist gender are weakly correlated (Pearson coefficient = .23, p < .001), as are IG use and age (Pearson coefficient = -.36, p < .01). Gender variables are coded as Male (0) vs Female (1).
*p < .05.
**p < .01.
***p < .001.
Linear regression analysis predicting scientist warmth and competence stereotypes.
| Model 1 | Warmth | Competence | ||
|---|---|---|---|---|
| 95% CI of | 95% CI of | |||
| Constant | [1.69, 3.10] | [3.17, 3.62] | ||
| Selfie vs Control | .09 | [.07, .23] | .06 | [-.20, -.01] |
| Selfie vs Science | .10 | [.07, .21] | .07 | [-.19, -.04] |
| Participant gender | .03 | [-.03, .10] | .06 | [.02, .16] |
| Participant age | .03 | [-.01, .01] | .08 | [.001, .01] |
| Participant education | .-03 | [-.04, .01] | .06 | [.01, .06] |
| Interest in science | .22 | [.09, .15] | .18 | [.07, .13] |
| Religion | .01 | [-.02, .03] | -.02 | [-.03, .02] |
| Know a scientist | -.03 | [-.14, .03] | -.03 | [-.16, .03] |
| Instagram use | .09 | [.01, .05] | .04 | [-.01, .03] |
| Democrat vs Other | .11 | [.08, .24] | .03 | [-.05, .13] |
| Indep. vs Other | -.01 | [-.10, .06] | -.05 | [-.16, .02] |
| Scientist Gender | .05 (p= .08) | [-.01, .14] | .01 | [-.08, .08] |
| 13.01 | 8.71 | |||
| R2 | .08 | .06 | ||
Notes: β = standardized coefficient. B = unstandardized regression coefficient. CI = confidence interval. Degrees of freedom for Model 1 regression equations are F(11, 1569) for Warmth/Competence. Only weak correlations are found between predictors: IG use and age (Pearson coefficient = -.36, p < .01). When we include enjoyment as a predictor (β = .36, p < .01), the significance of the selfie vs. control variable is affected (p = .07), but not the significance of the selfie vs. science variable. Dummy variables are coded as X (1) vs Other (0). Gender variables are coded as Male (0) vs Female (1).
*p < .05.
**p < .01.
***p < .001.
Fig 2Mediation model for direct and indirect effects of stimulus on warmth stereotypes of scientists.