| Literature DB >> 32886671 |
Alberto Ciancio1,2, Fabrice Kämpfen1, Iliana V Kohler1, Daniel Bennett3, Wändi Bruine de Bruin3, Jill Darling3, Arie Kapteyn3, Jürgen Maurer2, Hans-Peter Kohler1.
Abstract
As COVID-19 is rapidly unfolding in the United States, it is important to understand how individuals perceive the health and economic risks of the pandemic. In the absence of a readily available medical treatment, any strategy to contain the virus in the US will depend on the behavioral response of US residents. In this paper, we study individual's perceptions on COVID-19 and social distancing during the week of March 10-16, 2020, a week when COVID-19 was officially declared to be a pandemic by WHO and when new infections in the US were more than doubling every three days. Using a nationally representative sample of 5,414 respondents 18+ years of age from the Understanding America Study (UAS), we find that perceptions about COVID-19 health risks and economic consequences in the US population were largely pessimistic and highly variable by age and education. US residents who are young and do not have a college degree perceived a lower risk of getting infected but a higher probability of running out of money than others. Most individuals reported taking some steps to distance themselves from others but important differences emerge by gender and by source of information on COVID-19. Using state and day fixed-effect regressions, we show that perceptions of the health risks closely followed the number of COVID-19 cases in the country, and perceptions of the economic consequences and the prevalence of social distancing were driven upwards by both national and state-level cases. Unless addressed by effective health communication that reaches individuals across all social strata, variations in perceptions about COVID-19 epidemic raise concerns about the ability of the US to implement and sustain the widespread and restrictive policies that are required to curtail the pandemic.Entities:
Mesh:
Year: 2020 PMID: 32886671 PMCID: PMC7473541 DOI: 10.1371/journal.pone.0238341
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Differences in perceptions and social distancing practice by education level.
Data coming from “Understanding America Study” (UAS) collected between March 10 and March 16, 2020. The plots show the marginal effects of an increase in age (1 year) on a) the chances of getting the virus within three months (top left), b) the chances of dying from the virus if infected (top right), c) excess mortality (middle left), d) whether individuals refrain from at least one social activity (middle right), e) the chances of running out of money because of the virus within three months (bottom left) and f) the chances of losing job within three months (bottom right), Effects for those with a Bachelor’s degree and above are represented by red lines and by blue ones for others. Marginal effects for individuals aged between 25 and 80 are the results of weighted regressions that include quartic polynomial in age. Shaded areas represent 95% confidence intervals (robust standard errors).
Summary statistics of the continuous measures used in the analysis (Sample size = 5,279).
| Get Covid | Die from Covid | Excess Mortality | Lose Job | Out of Money | |
|---|---|---|---|---|---|
| Population mean | .202 | .138 | .038 | .100 | .132 |
| Population median Interquantile range | .100 [.010-.320] | .038 [.002-.150] | .003 [0-.025] | 0 [0-.100] | 0 [0-.149] |
| Probability of 0 | .210 | .236 | .316 | .526 | .513 |
| Probability | .218 | .396 | .567 | .199 | .172 |
| Probability | .176 | .132 | .051 | .095 | .082 |
| Probability | .397 | .236 | .067 | .179 | .233 |
| Probability | .024 | .029 | .001 | .018 | .038 |
The table shows the weighted means and medians of the five continuous measures we use in the analysis (top panel): 1) the chances of getting the virus within three months, 2) the chances of dying from the virus if infected, 3) excess mortality, 4) the chances of losing job within three months and 5) the chances of running out of money because of the virus within three months. The bottom panel presents some characteristics of the weighted distribution of these measures. Data are from “Understanding America Study” (UAS) collected between March 10 and March 16, 2020.
Summary statistics (Sample size = 5,279).
| CA, NY, WA | 95% conf. interval | Other States | 95% conf. interval | Used Fox News | 95% conf. interval | Used CNN | 95% conf. interval | |||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 1) Get Covid | .191 | .225 | .189 | .210 | .159 | .189 | .212 | .244 | ||||
| 2) Die from Covid | .119 | .147 | .130 | .150 | .132 | .160 | .129 | .157 | ||||
| 3) Excess Mortality | .030 | .042 | .035 | .043 | .030 | .041 | .039 | .052 | ||||
| 4) Lose Job | .106 | .142 | .081 | .104 | .084 | .114 | .090 | .119 | ||||
| 5) Out of Money | .146 | .182 | .112 | .134 | .123 | .155 | .127 | .161 | ||||
| 6) Distancing | .747 | .805 | .651 | .693 | .653 | .715 | .756 | .809 | ||||
The table shows the mean and 95% confidence intervals by state levels of infection and by source of information of 1) the chances of getting the virus within three months, 2) the chances of dying from the virus if infected, 3) excess mortality, 4) the chances of losing job within three months, 5) the chances of running out of money because of the virus within three months and 6) whether individuals refrain from at least one social activity. High-infected states include California (CA), New York (NY) and Washington (WA). We use sample weights to make the survey representative of the U.S. population aged 18 and older. Data come from “Understanding America Study” (UAS) collected between March 10 and March 16, 2020.
Fig 2Difference in perceptions and social distancing practice by age and gender.
Data come from “Understanding America Study” (UAS) collected between March 10 and March 16, 2020. Bar plots show weighted means for the six variables we consider in our analysis along with their confidence intervals, derived based on weighted standard errors. We present these statistics for all U.S. residents, and by gender and age categories (below or above 60).
Effects of Covid cumulative cases on Covid risk perceptions and social distancing.
| (1) | (2) | (3) | (4) | (5) | (6) | ||
|---|---|---|---|---|---|---|---|
| Get Covid | Die from Covid Excess | Mortality | Lose Job | Out of Money | Distancing | ||
| Regressions with state fixed effects | |||||||
| US cases (log) | 0.055 | -0.017 | 0.001 | 0.054 | 0.060 | 0.206 | |
| [0.029,0.081] | [-0.036,0.002] | [-0.007,0.009] | [0.027,0.082] | [0.031,0.089] | [0.160,0.252] | ||
| State cases (log) | 0.015 | -0.001 | 0.001 | 0.021 | 0.034 | 0.054 | |
| [-0.017,0.047] | [-0.021,0.018] | [-0.011,0.013] | [-0.010,0.051] | [0.001,0.067] | [0.014,0.094] | ||
| Observations | 5272 | 5270 | 5269 | 3245 | 5301 | 5287 | |
The table shows the effects of the log of the number of US and state of residence Covid-19 cases on 1) the chances of getting the virus within three months, 2) the chances of dying from the virus if infected, 3) excess mortality, 4) the chances of losing job within three months, 5) the chances of running out of money because of the virus within three months and 6) whether individuals refrain from at least one social activity. The top panel shows regressions that include state fixed effects while the bottom panel shows regressions that include both state and day of interview fixed effects. State cases are transformed using the inverse hyperbolic sine log(x + (1 + x2)^.5) which is similar to log but allows for zeros. Additional controls include age, gender and four categories of education. We use sample weights to make the survey representative of the U.S. population aged 18 and older. 95% confidence intervals in squared brackets are calculated using standard errors clustered at the state level.
* p < 0.1
** p < 0.05
*** p < 0.01. Data on perceptions and social distancing come from “Understanding America Study” (UAS) collected between March 10 and March 16, 2020. Data on the number of Covid-19 cases come from the Johns Hopkins University Center for Systems Science and Engineering.