| Literature DB >> 35409728 |
Caixia Wang1, Huijie Li2.
Abstract
When the unprecedented COVID-19 pandemic first spread, governments could implement a wide range of measures to tackle the outbreaks. Conventional wisdom holds that public health policy should be made on the basis of empirical demonstrations, while little research has probed on how to safeguard the expected policy utility in the case of evidence shortage on novel contagious diseases. In particular, the fight against COVID-19 cannot succeed without public compliance as well as the support of people who have not tested positive. Based on the data from the first wave of COVID-19, by using a random effect estimator, fixed effect method, and hierarchical technique, we specified the efficiency of particular social distancing policies by contextualizing multiple factors. We found that adopting gathering restrictions decreased new case growth but were conditional on its interaction with population density, while mitigation effects constantly corresponded to policy magnitude in a given time; for which the effective patterns varied from three days to sixty days. Overall, policies encouraging social distancing exerted a positive effect on mitigating the first wave of COVID-19. Both the enforcing duration and public compliance constrained the expected impact of nonpharmaceutical intervention according to degrees of policy level. These findings suggest that, when evidence is incomplete, the effectiveness of public health crisis management depends on the combination of policy appropriateness and, accordingly, public compliance.Entities:
Keywords: COVID-19; gathering restrictions; public health crisis; social distancing policy
Mesh:
Year: 2022 PMID: 35409728 PMCID: PMC8997917 DOI: 10.3390/ijerph19074033
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
Descriptive statistics of variables for analysis.
| Variables | Data Sources | Observations | Mean | Std. Dev. | Min | Max |
|---|---|---|---|---|---|---|
| cases | ECDC | 17,812 | 373.236 | 2006.523 | 0 | 48,529 |
| gre | OxCGRT | 17,812 | - | - | 0 | 1 |
| days | OxCGRT | 17,812 | 28.034 | 27.810 | 0 | 141 |
| resg | OxCGRT | 17,812 | - | - | 0 | 4 |
| dnst | World Bank | 17,812 | 237.710 | 780.456 | 0.136 | 7952.998 |
Note: The variable of “cases” represents the daily number of new COVID-19 cases. The variable of “gre” represents whether a country or territory takes restrictive measures on gatherings or not, 0 means the country or territory adopts no confinement policy, and 1 represents that the country or territory introduces certain restrictive measures. In this dataset, category 0 occupies 5788 observations, while, for 1 it involves 12,024 observations. The variable of “days” represents the cumulative duration that a country or territory undertakes a certain degree of gathering ban in the research period, and the specific coding information concerning the variable of ‘days’ is listed in the Supplementary Materials. The variable of “resg” represents the magnitude of restrictions on gatherings, which includes four ordinal scales: 1 signifies a restriction on gatherings of more than 1000 people, 2 stands for a restriction on gatherings of between 101 and 1000 people, 3 represents a restriction on gatherings of between 11 and 100 people, and 4 is the restriction on gatherings of no more than 10 people. In this study, we renamed these types of gathering bans as Level 1, Level 2, Level 3, and Level 4, respectively. The distribution of these levels is 3.00% (Level 1), 5.51% (Level 2), 32.77% (Level 3) and 58.72% (Level 4). The variable of “dnst” represents the population density, and its definition is people per square kilometers of land area.
Random effect estimates of adopting restrictions on gatherings.
| Dependent Variable: Cases | Model 1 | Model 2 | Model 3 |
|---|---|---|---|
| Restriction on Gatherings (resg) | 938.265 *** (29.874) | 979.915 *** (31.282) | |
| Population Density (dnst) | −0.035 (0.127) | 0.073 (0.136) | |
| Restriction on Gatherings × Population Density | −0.135 *** (0.030) | ||
| Constant | −393.345 *** (90.551) | 297.389 *** (86.851) | −420.428 *** (95.387) |
| Observations | 17,812 | 17,812 | 17,812 |
| Log Likelihood | −156,363.800 | −156,848.100 | −156,357.600 |
| Akaike Inf. Crit. | 312,735.600 | 313,704.100 | 312,727.200 |
| Bayesian Inf. Crit. | 312,766.800 | 313,735.300 | 312,773.900 |
Note: Standard errors are in parentheses. Significance levels: *** p < 0.01.
Fixed effect estimates of adopting a particular restriction level.
| Dependent Variable: Cases | Model 1 | Model 2 | Model 3 |
|---|---|---|---|
| Level 1 | −436.224 (280.420) | 16.019 (231.021) | −658.557 *** (246.059) |
| Level 2 | −485.387 ** (208.981) | −472.733 ** (208.277) | −1147.309 *** (225.623) |
| Level 3 | −403.168 ** (197.717) | −403.980 ** (197.840) | −1078.556 *** (221.733) |
| Level 4 | 383.896 * (205.047) | 347.572 * (204.914) | −327.004 (217.733) |
| Population Density (dnst) | 2.697 ** (1.371) | −1.147 *** (0.439) | |
| Level 2 × Population Density | −3.758 *** (1.302) | ||
| Level 3 × Population Density | −3.773 *** (1.302) | ||
| Level 4 × Population Density | −3.898 *** (1.301) | ||
| Observations | 12,024 | 12,024 | 12,024 |
| R2 | 0.734 | 0.733 | 0.733 |
| Adjusted R2 | 0.727 | 0.726 | 0.726 |
| Residual Std. Error | 1291.405 (df = 11,723) | 1292.377 (df = 11,726) | 1292.377 (df = 11,726) |
| F Statistic | 107.291 *** | 108.139 *** | 108.139 *** |
Note: Standard errors are in parentheses. Parameters are estimated using the least squares dummy variable (LSDV) model, including country/territory and days (factored respectively). Significance levels: * p < 0.1; ** p < 0.05; *** p < 0.01.
Fixed effect estimates of restriction efficacy over time.
| Time Interval | Restriction on Gatherings Level: | |||
|---|---|---|---|---|
| Level 1 | Level 2 | Level 3 | Level 4 | |
| 3 days | −3.277 | −3.375 * | −2.738 ** | −4.738 ** |
| (2.011) | (1.855) | (1.301) | (2.052) | |
| 7 days | 0.803 | −4.646 *** | −3.612 *** | −3.267 ** |
| (1.666) | (1.359) | (1.225) | (1.337) | |
| 15 days | −1.227 | −3.662 *** | −2.563 *** | −1.930 ** |
| (0.924) | (0.868) | (0.824) | (0.837) | |
| 30 days | −1.764 ** | −2.454 *** | −2.308 *** | −1.785 *** |
| (0.788) | (0.701) | (0.660) | (0.676) | |
| 40 days | −2.028 *** | −1.711 *** | −1.780 *** | −1.654 *** |
| (0.770) | (0.663) | (0.619) | (0.637) | |
| 50 days | −2.262 *** | −1.582 ** | −1.813 *** | −1.453 ** |
| (0.782) | (0.660) | (0.622) | (0.633) | |
| 60 days | −2.495 *** | −1.576 ** | −1.945 *** | −1.269 ** |
| (0.791) | (0.658) | (0.623) | (0.630) | |
Note: Standard errors are in parentheses. The dependent variable (“cases”) has been transformed by logging in the equation, in which the interaction of restrictions on gatherings and population density is included. As the research concern moves on to the perspective of public policy, the figures above refer to the individual efficacy of the particular gathering ban over days. Significance levels: * p < 0.1; ** p < 0.05; *** p < 0.01.
Figure 1Mitigation of restriction on gatherings within 60 days. (a) Efficacy of restrictions on gatherings within 10 days. (b) Efficacy of restrictions on gatherings over time (10-60 days). Note: Betas are estimated using the least squares dummy variable (LSDV) model, the dependent variable is transformed by log, the function contains country and days (factored respectively), “resg”, the interaction between “resg” and “dnst”, and 0. The standard errors are presented in the Supplementary Materials. In (a), Level 1 and Level 4 are labeled with numbers, Level 1 appears to be none, interestingly. All the “Trend” lines (red color) in (a,b) are estimated with the linear model. The computation of days is included in the Supplementary Materials. All timing points have their specific contexts, tailored to the evolution pattern of COVID-19 in each country (and territory).