| Literature DB >> 35895630 |
Catherine Vitro1, D Angus Clark2, Carter Sherman2, Mary M Heitzeg2, Brian M Hicks2.
Abstract
The murder of George Floyd and subsequent mass protest movement in the summer of 2020 brought policing, race, and police brutality to the forefront of American political discourse. We examined mean-levels of attitudes about police and race using online surveys administered at five time points from June 2020 to October 2021 (n ~ 1000 at each wave) to adults living in the United States. There was a small increase in pro-police attitudes over this time (d = .24), and some evidence that mean-levels of pro-police attitudes increased more for Black participants (d = .51) than White participants (d = .20), and more for Democrats (d = .40) than Republicans (d = .15). Pro-police attitudes were much lower among Black participants than White participants (mean d = -1.04), and-relative to political independents-lower among Democrats (mean d = -.66) and higher among Republicans (mean d = .72). Pro-police attitudes had large associations with a variety of conservative or right-wing political attitudes (e.g., approval of Donald Trump) and COVID-19 variables (e.g., disapproval of government mandates and restrictions), but were unrelated to psychiatric problems and substance use. These results validate a new measure of police attitudes, provide information on trends in police attitudes over the 15 months following the largest mass protests against police brutality in American history, and begin to establish the nomological network of police attitudes, finding that pro-police attitudes are firmly within the right-wing coalition of American politics.Entities:
Mesh:
Year: 2022 PMID: 35895630 PMCID: PMC9328541 DOI: 10.1371/journal.pone.0271954
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.752
Descriptive statistics for total sample across waves.
| Total ( | |
|---|---|
| % ( | |
|
| |
| Male | 46.3 (1297) |
| Female | 53.7 (1502) |
|
| |
| Mean (SD) | 43.9 (16.2) |
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| |
| High school diploma or less | 18.6 (516) |
| Some college | 27.7 (769) |
| Bachelor’s degree | 31.6 (879) |
| Graduate degree | 22.2 (617) |
|
| |
| Less than $50,000 | 36.9 (1025) |
| $50,000-$99,999 | 32.8 (911) |
| $100,000 + | 30.4 (845) |
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| Democratic | 41.8 (1153) |
| Republican | 25.0 (690) |
| Independent/Not Registered | 28.4 (784) |
| Third Party | 4.7 (129) |
Note. Percentages refer to valid responses. Rates of missing data were as follows: sex, 0.4% (n = 10); age, 0.4% (n = 11); race, 0.5% (n = 14); Hispanic ethnicity, education, and income, 1.0% (n = 28); political party, 1.9% (n = 53).
Items assessing attitudes about police and standardized factor loadings for each wave.
| Item | W1 | W2 | W3 | W4 | W5 |
|---|---|---|---|---|---|
| To what extent do you support recent protests against police brutality in the U.S. | -.82 | -.81 | |||
| How would you describe your views of the police in general | .77 | .77 | .73 | .72 | .69 |
| The police treat black and white people equally. | .85 | .84 | .80 | .79 | .75 |
| Police misconduct is mostly due to “a few bad apples”. | .66 | .65 | |||
| Police are more concerned about exerting their authority than protecting citizens and enforcing laws. | -.77 | -.76 | -.72 | -.72 | -.68 |
| Police misconduct is mostly due to institutional forces such as racism and the “code of silence” among police officers. | -.77 | -.76 | -.73 | -.72 | -.68 |
| A black person is more likely to be arrested or treated more harshly than a white person for committing or being suspected of committing the same crime. | -.87 | -.86 | -.82 | -.81 | -.77 |
| To what extent do you support the “Black Lives Matter” movement. | -.92 | -.87 | -.86 | -.82 | |
| Police officers are true heroes. | .76 | .72 | |||
| I admire the bravery of police officers. | .74 | ||||
| Police should be prosecuted for killing people when they are not in immediate danger, even if it was a mistake (e.g., manslaughter). | -.66 | -.63 | |||
| If people just do what police tell them to, they won’t get hurt. | .74 | .70 | |||
| Factor Reliability | |||||
| ω | .92 | .93 | .90 | .90 | .89 |
|
| .93 | .94 | .92 | .91 | .90 |
| Factor Mean | .00 | .17 | .13 | .20 | .23 |
| Factor Variance | 1.00 | .99 | .89 | .87 | .79 |
Note. ω = coefficient omega; H = H index of factor reliability. Results are from a model with factor loadings for the same item constrained across waves (W). Model fit was: χ2 = 9393.97, df = 882, p < .001; RMSEA = .059; SRMR = .094; CFI = .950; TLI = .956.
Fig 1Random Intercept Autoregressive Model (RIAM).
β = autoregressive path. Variances and mean structure omitted from figure for clarity of presentation. All factor loadings were fixed to 1. All autoregressive paths were freely estimated.
Fig 2Random Intercept Cross-Lagged Panel Model (RI-CLPM).
β = autoregressive path; γ = cross-lagged path. Variances and mean structure omitted from figure for clarity of presentation. All factor loadings were fixed to 1. All autoregressive paths were freely estimated.
Fig 3Pro-police attitudes are factor scores derived from the 5-factor confirmatory factor analysis model with items administered at a given time point loading solely on a single-factor at that timepoint.
Number of participants across timepoints ranged from 761 to 785 for White, 135 to 145 for Black, and 84 to 115 for other non-White participants.
Fig 4Pro-police attitudes are factor scores derived from the 5-factor confirmatory factor analysis model with items administered at a given time point loading solely on a single-factor at that timepoint.
Number of participants across time points ranged from 411 to 448 for Democrats, 236 to 259 for Republicans, and 281 to 301 for independents or unaffiliated voters.
Correlations, standardized regression coefficients, and 95% confidence intervals for associations between pro-police attitudes random intercept factor and time-invariant predictors.
| Variable |
| Model 1 | Model 2 | Model 3 | Model 4 |
|---|---|---|---|---|---|
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| Age |
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| Sex |
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| .05 [.01, .09] | .01 [-.04, .07] |
| non-White vs White race | -.03 [-.07, .01] | -.05 [-.09, -.01] | -.02 [-.06, .02] | -.03 [-.07, .00] | -.06 [-.11, -.01] |
| Black vs White race |
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| Hispanic | .00 [-.03, .04] | -.02 [-.06, .02] | .00 [-.04, .04] | -.01 [-.04, .03] | -.05 [-.10, .00] |
| Income |
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| .05 [.00, .09] | .06 [.00, .12] |
| Education | -.02 [-.06, .02] |
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| .00 [-.06, .06] |
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| Democrat vs Independent |
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| Republican vs Independent |
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| Extraversion | .03 [-.02, .07] | .02 [-.02, .07] | -.04 [-.10, .02] | ||
| Agreeableness | -.02 [-.06, .02] | -.03 [-.07, .02] | -.06 [-.12, .00] | ||
| Conscientiousness |
| .06 [.01, .11] | .05 [-.02, .12] | ||
| Negative Emotions |
|
| -.08 [-.16, -.01] | ||
| Openness |
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| -.03 [-.08, .03] | ||
| Right Wing Authoritarianism |
|
| |||
|
| .136 | .315 | .348 | .532 |
Note. Bold = p < .005. Sex 0 = female, 1 = male; non-White (excludes Black) = 1, White = 0; Black = 1, White = 0; non-Hispanic = 0, Hispanic = 1; Democrat = 1, Independent = 0; Republican = 1, Independent = 0. Confidence intervals were calculated using percentile bootstrapping with 10,000 random draws.
Standardized regression coefficients and 95% confidence intervals for associations between random intercept factors for pro-police attitudes and time-varying covariates.
| Criterion Variable | Unadjusted | Adjusted for Demographic covariates |
|---|---|---|
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| Race and immigration |
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| Trump approval |
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| Media bias |
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| Pro-gun |
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| Biden approval |
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| Rigged 2020 election |
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| Pro-insurrection |
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| Trump idolatry |
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| Depression |
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| Generalized anxiety disorder |
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| Suicidal ideation and self-harm | -.02 [-.07, .01] | -.01 [-.06, .03] |
| Heavy drinking | .02 [-.03, .06] | .01 [-.04, .05] |
| Alcohol use problems | .00 [-.05, .04] | -.01 [-.06, .05] |
| Nicotine use | .01 [-.04, .04] | .02 [-.03, .06] |
| Antisocial behavior | -.04 [-.09, -.00] | -.03 [-.08, .02] |
| Intimate partner violence | .04 [.00, .07] | .07 [.02, .12] |
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| Approval of government restrictions |
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| COVID-19 Safety behaviors |
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| COVID-19 Worry |
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| COVID-19 Skepticism |
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| Anti-vax attitudes |
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Note. Bold = p < .005. Demographic covariates included age, sex, race, ethnicity, income, and education. Confidence intervals were calculated using percentile bootstrapping with 10,000 random draws.