| Literature DB >> 34886341 |
Zhe Huang1, Emily Ying Yang Chan1,2, Chi Shing Wong1, Benny Chung Ying Zee3,4.
Abstract
The concept of socioeconomic vulnerability has made a substantial contribution to the understanding and conceptualization of health risk. To assess the spatial distribution of multi-dimensional socioeconomic vulnerability in an urban context, a vulnerability assessment scheme was proposed to guide decision-making in disaster resilience and sustainable urban development to reduce health risk. A two-stage approach was applied in Hong Kong to identify subgroups among Tertiary Planning Units (TPU) (i.e., the local geographic areas) with similar characteristics. In stage 1, principal components analysis was used for dimension reduction and to de-noise the socioeconomic data for each TPU based on the variables selected, while in stage 2, Gaussian mixture modeling was used to partition all the TPUs into different subgroups based on the results of stage 1. This study summarized socioeconomic-vulnerability-related data into five principal components, including indigenous degree, family resilience, individual productivity, populous grassroots, and young-age. According to these five principal components, all TPUs were clustered into five subgroups/clusters. Socioeconomic vulnerability is a concept that could be used to help identify areas susceptible to health risk, and even identify susceptible groups in affluent areas. More attention should be paid to areas with high populous grassroots scores and low young-age score since they were associated with a higher mortality rate.Entities:
Keywords: Health-EDRM; Hong Kong; cluster analysis; mortality; socioeconomic vulnerability
Mesh:
Year: 2021 PMID: 34886341 PMCID: PMC8656856 DOI: 10.3390/ijerph182312617
Source DB: PubMed Journal: Int J Environ Res Public Health ISSN: 1660-4601 Impact factor: 3.390
Figure 1The map of 214 sub-regions in Hong Kong. Note: The red dots indicate the centroids of sub-regions, which are the geometric centers of the areas. Since some sub-regions contain multiple islands, the centers might be in the sea. In total, there were 214 red dots.
Key indicators of socioeconomic vulnerability.
| Contributor of Vulnerability | Concept | Indicator | Relevant Literature |
|---|---|---|---|
| Demography | Demography | 1. total population of the sub-region | Donner & Rodríguez [ |
| Gender | 2. sex ratio (ratio of males to females) | Chappell, Dujela, & Smith [ | |
| Age | 3. % of vulnerable age (age <15 or ≥65) | Chan et al. [ | |
| 4. median age | |||
| Ethnicity | 5. % of Chinese ethnicity | Wisner et al. [ | |
| Language | 6. % of usual spoken language as Cantonese | Wisner et al. [ | |
| 7. % of able to read Chinese | |||
| 8. % of able to read English | |||
| 9. % of able to write Chinese | |||
| 10. % of able to write English | |||
| Education | 11. % of primary education attainment or below | Adger [ | |
| 12. % of studying inside the sub-region | |||
| Poverty | Employment | 13. % of employee | Phillimore, Beattie, & Townsend [ |
| 14. labor force participation rate | |||
| 15. % of working inside the sub-region | |||
| Occupation | 16. % of white collar | Enarson & Fordham [ | |
| Income | 17. median individual income | Adger [ | |
| 18. median household income | |||
| Resource dependency | Household size | 19. % of one-person household | Strachan [ |
| 20. average household size | |||
| Marital status | 21. % of married | Wong et al. [ | |
| Migration | 22. % of migrated internally in Hong Kong | Adger [ | |
| Inequality | Housing | 23. % of government housing | Phillimore, Beattie, & Townsend [ |
| 24. % of tenants | |||
| 25. median household rent | |||
| 26. median rent to income ratio | |||
| 27. median floor area of accommodation |
Figure A1(a) Scree plot and (b) Bayesian information criterion (BIC) plot for Gaussian mixture model (GMM). Note: BIC defined in some literature about GMM is the negative of that defined in standard references, where smaller value of BIC is preferred. So, for GMM, a larger BIC value indicates a better model.
Figure 2The loadings for the five principal components. Note: The bars depict each correlation coefficient between the original variable and principal component. The signs of the coefficients of the socioeconomic variables do not affect their importance in the principal component while the magnitude of them does. A longer bar indicates higher absolute correlation coefficient.
Figure 3Principal component scores for the five principal components. Note: The five principal components were indigenous degree, family resilience, individual productivity, populous grassroots and young-age respectively. All principal component scores of the TPUs (Tertiary Planning Units) were categorized into five levels using the quantile classification method for data presentation. A five-level scale was selected, as it offers good balance of level differentiation and understandability, and highlights TPUs are in the top and bottom 20%. Higher level indicates higher principal component score.
Figure 4Mean scores for all the principal components of the respective clusters. Note: Green bars and red bars indicate positive and negative mean scores respectively. Longer bar indicates a higher absolute mean score.
Figure 5The five-cluster solution. Note: Two outliers were identified using gold asterisks, with Mahalanobis squared distance of 3.89 and 4.00, exceeding the critical value of 3. Both of these were in Cluster 4. Areas in grey located in southwest corner were the sub-region being excluded in the analysis.
Figure A2Relationships between principal component scores and log-mortality-rate. Note: The diagonal panels show the histograms of the principal components scores and log-mortality-rate; The lower panels show the scatterplots of the corresponding variables; The upper panels show correlation coefficients where the font size is proportional to the magnitude of the correlation coefficient.
Figure A3Regressing log-mortality-rate on PC 4 and PC 5 in simple linear models and multiple linear model.