| Literature DB >> 33821141 |
Sylvia Xiaohua Chen1, Ben C P Lam2, James H Liu3, Hoon-Seok Choi4, Emiko Kashima5, Allan B I Bernardo6.
Abstract
Growing efforts have been made to pool coronavirus data and control measures from countries and regions to compare the effectiveness of government policies. We examine whether these strategies can explain East Asia's effective control of the COVID-19 pandemic based on time-series data with cross-correlations between the Stringency Index and number of confirmed cases during the early period of outbreaks. We suggest that multidisciplinary empirical research in healthcare and social sciences, personality, and social psychology is needed for a clear understanding of how cultural values, social norms, and individual predispositions interact with policy to affect life-saving behavioural changes in different societies.Entities:
Keywords: COVID‐19; civic responsibility; containment and closure policies; multidisciplinary perspective; vigilance
Year: 2021 PMID: 33821141 PMCID: PMC8014465 DOI: 10.1111/ajsp.12459
Source DB: PubMed Journal: Asian J Soc Psychol ISSN: 1367-2223
Figure 1Total number of confirmed COVID‐19 cases by each of the six countries/societies since the first confirmed case(s). Data on the Stringency Index were obtained from the Oxford COVID‐19 Government Response Tracker (OxCGRT). Data on number of confirmed cases were obtained from the European Centrre for Disease Prevention and Control (ECDC) and the John Hopkins University Center for Systems Science and Enhineering (JHU CSSE) database. [Colour figure can be viewed at wileyonlinelibrary.com]
Summary of Highest Cross‐Correlations Between Stringency Index (SI) and Confirmed COVID‐19 Cases
| Confirmed Cases Leading SI | SI Leading Confirmed Cases | |||
|---|---|---|---|---|
|
| Time Lag (Days) |
| Time Lag (Days) | |
| China | .199 | −4 | −.299 | +20 |
| Hong Kong | .186 | −6 | −.268 | +23 |
| Taiwan | .219 | −1 | −.221 | +18 |
| South Korea | .178 | −2 | −.203 | +29 |
| Japan | .128 | −11 | −.193 | +30 |
| Singapore | .149 | −26 | −.049 | +28 |
The highest cross‐correlation is at lag 0, r = .230.
p < .05.