| Literature DB >> 35145617 |
Abstract
Wearing face masks in times of COVID-19 is one of the essential keystones for effectively decreasing the rate of new infections and thus for mitigating the negative consequences for individuals as well as for society. Acceptance of wearing masks is still low in many countries, making it extremely difficult to keep the pandemic at bay. In an experimental study, participants (N = 88) had to assess how strange they felt when wearing a face mask while being exposed to displays of groups of varying numbers of mask wearers. Three different types of face masks were shown: simple homemade masks, FFP2 masks, and loop scarfs. The higher the frequency of people wearing masks in the displayed social group, the less strange the participants felt about themselves, an essential precondition for accepting wearing masks. This effect of a descriptive social norm was particularly effective when people saw others wearing less intrusive masks, here, simple homemade masks.Entities:
Keywords: COVID-19; face masks; pandemic; perceived strangeness; psychology; social acceptance; virus
Year: 2021 PMID: 35145617 PMCID: PMC8822312 DOI: 10.1177/20416695211021114
Source DB: PubMed Journal: Iperception ISSN: 2041-6695
Figure 1.One of the employed faces with different mask conditions: (A) none, (B) simple, (C) FFP2, and (D) loop scarf.
Figure 2.Example display presented, here with six (three female, three male) people wearing simple homemade masks.
Comparison of Models for Both Dependent Variables.
| Model |
| AIC | –2LL |
| χ2 |
| |
|---|---|---|---|---|---|---|---|
| Dependent variable: | |||||||
| #0: 1+(1|Subj) | 3 | 5679.7 | 2836.8 | ||||
| #1: 1+maskType+(1|Subj) | 5 | 5674.1 | –2832.1 | 2 | 9.6 | .0083* | |
| #2: 1+maskType+nMasks+(1|Subj) | 9 | 4884.7 | –2433.4 | 4 | 797.3 | <.0001*** | |
| #3: 1+maskType+nMasks+sSex+(1|Subj) | 10 | 4882.1 | –2431.0 | 1 | 4.7 | .0308* | |
| #4: 1+maskType+nMasks+sSex+(1+nMasks|Subj) | 12 | 4473.1 | –2224.5 | 2 | 413.0 | <.0001*** | |
| Dependent variable: | |||||||
| #0: 1+(1|Subj) | 3 | 5921.4 | –2957.7 | ||||
| #1: 1+maskType+(1|Subj) | 5 | 5885.2 | –2937.6 | 2 | 40.2 | <.0001*** | |
| #2: 1+maskType+nMasks+(1|Subj) | 9 | 5698.4 | –2840.2 | 4 | 194.8 | <.0001*** | |
| #3: 1+maskType+nMasks+sSex+(1|Subj) | 10 | 5699.0 | –2839.5 | 1 | 1.4 | .2409 | |
| #4: 1+maskType+nMasks+sSex+(1+nMasks|Subj) | 12 | 5329.5 | –2652.8 | 2 | 373.5 | <.0001*** | |
Note. Npar = number of model’s parameters; AIC = Akaike information criterion, an estimator of prediction error; –2LL = likelihood ratio; df, p = degrees of freedom and p value of the regarding χ2 test (comparing the present model with the preceding one, e.g., the columns for Model #3 indicate the comparison between Model #3 and Model #2).
Final Models for the Dependent Variables “Feel Strange (Myself)” and “Feel Strange (Others)”.
| Strangeness-myself (final) Model #4 | Strangeness-others (final) Model #4 | |||||
|---|---|---|---|---|---|---|
| Predictors | Estimates | p | df | Estimates | p | df |
| (Intercept) | 5.63*** |
| 112.40 | 2.07*** |
| 140.11 |
|
| ||||||
| Simp |
|
| ||||
| FFP2 | 0.13* |
| 1403.00 | 0.43*** |
| 1403.00 |
| Loop | 0.26*** |
| 1403.00 | 0.54*** |
| 1403.00 |
|
| ||||||
| None |
|
| ||||
| 1 | –0.92*** |
| 1489.99 | 0.85*** |
| 1489.14 |
| 2 | –1.30*** |
| 1264.77 | 1.15*** |
| 1311.93 |
| 6 | –2.02*** |
| 193.48 | 1.47*** |
| 206.36 |
| All | –2.61*** |
| 95.54 | 1.43*** |
| 96.44 |
|
| ||||||
| Female |
|
| ||||
| Male | –0.60* |
| 86.00 | 0.26 | 0.290 | 86.00 |
| ICC | 0.73 | 0.59 | ||||
|
| 88 Subj | 88 Subj | ||||
| Observations | 1,584 | 1,584 | ||||
| Marginal | 0.232/0.792 | 0.091/0.627 | ||||
| AIC | 4497.470 | 5351.160 | ||||
| log-likelihood | –2236.735 | –2663.580 | ||||
Note. For both dependent variables, Model #4 was independently selected due to best respective fits. AIC = Akaike information criterion; ICC = intraclass correlation coefficient. Bold p values indicate significant results.
*p < .05. ***p < .001.
Figure 3.Mean evaluations of strangeness for different displays. Top row: evaluations of participants feeling strange about themselves (“feel myself”) while watching the displays. Bottom row: evaluations of others appearing strange (“feel others”). Error bars indicate confidence intervals (95% CI) based on adjusted values for taking within-subjects variances into account (Morey, 2008).