| Literature DB >> 34367885 |
Abstract
Faced with the global spread of COVID-19, the Hong Kong government imposed compulsory home quarantine on all overseas arrivals, while cities in mainland China and Macau adopted a more stringent centralized quarantine approach. This study evaluates the effectiveness of compulsory home quarantine as a means of pandemic control. Combining epidemiological data with traditional socioeconomic and meteorological data from over 250 cities, we employ the Synthetic Control Method (SCM) to construct a counterfactual "synthetic Hong Kong". This model simulates the infection trends for a hypothetical situation in which HK adopts centralized quarantine measures, and compares them to actual infection numbers. Results suggest that home quarantine would have been less effective than centralized quarantine initially. However, the infection rate under home quarantine later converges with the counterfactual estimate under centralized quarantine (0.136% vs. 0.174%), suggesting similar efficacy in the later phase of implementation. Considering its minimal reliance on public resources, home quarantine with heightened enforcement may therefore be preferable to centralized quarantine in countries with limited public health resources. Home quarantine as a quarantine alternative balances public protection and individual freedom, while conserving resources, making it a more sustainable option for many cities.Entities:
Keywords: COVID-19 pandemic; Compulsory home quarantine; Hong Kong; Synthetic Control Method
Year: 2021 PMID: 34367885 PMCID: PMC8327569 DOI: 10.1016/j.scs.2021.103222
Source DB: PubMed Journal: Sustain Cities Soc ISSN: 2210-6707 Impact factor: 7.587
Fig. 1Timeline of government containment measures to control COVID-19 transmission from overseas.
Donor cities and weights for synthetic control units.
| Synthetic HK 1 in Model 1 ( | Synthetic HK 2 in Model 2 ( | ||
|---|---|---|---|
| City | Weight | City | Weight |
| Shanghai | 0.344 | Shanghai | 0.609 |
| Macau | 0.275 | Macau | 0.239 |
| Jinan | 0.176 | Beijing | 0.092 |
| Yangjiang | 0.132 | Jinan | 0.06 |
| Qinzhou | 0.047 | ||
| Panjin | 0.026 | ||
Balance of predictor variables. 12
| Outcome Variable | # of cumulative cases ( | # of daily new cases ( | |
|---|---|---|---|
| Predictors | Real HK | Synthetic HK 1 | Synthetic HK 2 |
| Pre-intervention 14-day mean of daily cumulative case numbers | 133.64 | 133.64 | 238.79 |
| Pre-intervention 14-day mean of cumulative cases per 10,000 people | 0.15 | 0.16 | 0.21 |
| City-level GDP (million yuan) | 2,398,046 | 1,365,708 | 2,322,997 |
| Population Density (# of persons per sq.km) | 6,736.89 | 7,034.94 | 6,722.28 |
| # of Hospital Beds per 10,000 persons | 54.27 | 62.24 | 67.50 |
| # of Doctors per 10,000 persons | 19.66 | 40.19 | 43.22 |
| Average Temperature (℃) | 20.62 | 14.74 | 13.71 |
| Relative Humidity (%) | 81.50 | 81.82 | 85.33 |
| Wind Speed (m/s) | 6.67 | 3.15 | 3.00 |
| Air Quality Index (AQI) | 71.50 | 61.22 | 53.18 |
Though the simulated number of doctors per 10,000 people in synthetic Hong Kong is higher than the real number in Hong Kong, it would not result in a significant deviation in the results since Hong Kong mobilized a considerable number of civil servants and police officers to work on the pandemic frontline.
Fig. 2Number of Cumulative Cases (Hong Kong vs. Synthetic control unit).
Fig. 3Number of daily new confirmed cases (Hong Kong vs. Synthetic control unit).
Fig. 4Gap of daily new confirmed case in Hong Kong and the synthetic control unit.