| Literature DB >> 35082145 |
Juan Palacios1, Yichun Fan1, Erez Yoeli2, Jianghao Wang1,3, Yuchen Chai1, Weizeng Sun4, David G Rand2,5, Siqi Zheng6.
Abstract
As the COVID-19 pandemic comes to an end, governments find themselves facing a new challenge: motivating citizens to resume economic activity. What is an effective way to do so? We investigate this question using a field experiment in the city of Zhengzhou, China, immediately following the end of the city's COVID-19 lockdown. We assessed the effect of a descriptive norms intervention providing information about the proportion of participants' neighbors who have resumed economic activity. We find that informing individuals about their neighbors' plans to visit restaurants increases the fraction of participants visiting restaurants by 12 percentage points (37%), among those participants who underestimated the proportion of neighbors who resumed economic activity. Those who overestimated did not respond by reducing restaurant attendance (the intervention yielded no "boomerang" effect); thus, our descriptive norms intervention yielded a net positive effect. We explore the moderating role of risk preferences and the effect of the intervention on subjects' perceived risk of going to restaurants, as well as the contrast with an intervention for parks, which were already perceived as safe. All of these analyses suggest our intervention worked by reducing the perceived risk of going to restaurants.Entities:
Keywords: COVID-19; descriptive norms; field experiment; policy; voluntary economic resumption
Mesh:
Year: 2022 PMID: 35082145 PMCID: PMC8812684 DOI: 10.1073/pnas.2100719119
Source DB: PubMed Journal: Proc Natl Acad Sci U S A ISSN: 0027-8424 Impact factor: 12.779
Fig. 1.(A) The timeline of the study. (B) The outline of questionnaires, messages, and GPS tracking time in an experimental week. The full description of the data collection and construction of the descriptive norm intervention is presented in Methods. The exact wording of the descriptive norm is “For each 100 people filling the questionnaire living in your urban district, [[Information Descriptive Norm]] plan to a restaurant this weekend.” The full display of the intervention is described in .
Fig. 2.(A) Vertical axes display the change in subjects’ beliefs from Wednesday (prior) to Friday (posterior) regarding the percentage of neighbors who are actually going to go to restaurants over the weekend. The horizontal axes display the bias in beliefs prior to our intervention, computed by subtracting subjects’ prior beliefs regarding the percentage of neighbors that are planning to go to restaurants from the true percentage of neighbors planning to go to restaurants. The true percentages, used to build the descriptive norm information, are computed from the proportion of individuals that reported in our Wednesday questionnaire to have plans to go to restaurants over the weekend. The sample includes only responses of individuals that were treated for the first time and control subjects that were in the sample for 1 wk. The dotted line represents the average differences between treatment and control groups calculated in a regression analysis interacting the treatment dummy with a polynomial form of the bias in prior beliefs. describes the polynomial regression used to construct the plot. Dashed lines represent the 95% confidence interval. The bar graphs included in A, Right indicate the average change in posterior beliefs for individuals with prior beliefs below and above the truth, separately; the error bars describe the 95% confidence intervals. Nonparametric comparisons between treatment and control groups are displayed in . B describes the change in subjects’ visits to restaurants, after our first intervention, as a function of their bias in initial beliefs relative to the intervention information (i.e., prior belief minus true percentage). The solid line represents the average differences between treatment and control groups, calculated in a regression analysis interacting the treatment dummy with a polynomial form of the bias in prior beliefs. describes the polynomial regression used to construct the plot. Dashed line represents the 95% confidence interval. The bar graphs included in B, Right indicate the average change in real visitation rate for individuals with prior beliefs below and above the truth, separately; the error bars describe the 95% confidence intervals. The estimated treatment effects on behavior based on Logit and Probit regressions show the similar levels of statistical significance, as reflected by the P values associated with the coefficients of interest (). Nonparametric comparisons between treatment and control groups are displayed in .
Fig. 3.A displays the treatment effects for individuals with low (below median) and high (above median) risk tolerance separately. We display the results for both the general and health-specific risk aversion. Bars describe point estimates and error bars describe the 95% confidence intervals. Sample is restricted to individuals with prior beliefs below the truth. There are significant differences of the treatment effect across the risk-averse and risk-tolerance subgroups based on interaction terms (Eq. , also when using a continuous rather than a group indicator of risk (), and after adjusting for multiple-hypothesis testing following the techniques proposed by ref. 40 (). This moderator analysis has been preregistered at the American Economic Association Registry for randomized control trials (RCT ID: AEARCTR-0005644). B describes the treatment effect of descriptive norms on beliefs regarding the percentage of neighbors visiting a park visitation green reported in our Friday survey. describes the polynomial regression used to construct the plot. The dotted line represents the average differences between treatment and control groups calculated in a regression analysis interacting the treatment dummy with a polynomial form of the bias in prior beliefs. Dashed lines represent the 95% confidence interval. The bar graphs included in B, Right indicate the average change in posterior beliefs for individuals with prior beliefs below and above the truth, separately; the error bars describe the 95% confidence intervals. Nonparametric comparisons between treatment and control groups are displayed in . C displays the differences in treatment effects across the distance between individuals’ prior beliefs and the true percentage of neighbors planning to go to parks (used to construct the descriptive norm intervention). The sample includes only responses of individuals that were treated for the first time and control subjects that were in the sample for 1 wk. The solid line represents the average differences between treatment and control groups calculated in a regression analysis interacting the treatment dummy with a polynomial form of the bias in prior beliefs. describes the polynomial regression used to construct the plot. Dashed lines represent the 95% confidence interval. The bar graphs included in C, Right indicate the average change in park visits for individuals with prior beliefs below and above the truth, separately; the error bars describe the 95% confidence intervals. Regression tables with different model specifications are displayed in , and nonparametric comparisons between treatment and control groups are included in .