4.7 Article

Estimating quality of life dimensions from urban spatial pattern metrics

期刊

出版社

ELSEVIER SCI LTD
DOI: 10.1016/j.compenvurbsys.2020.101549

关键词

Spatial metrics; Socio-economic variables; Local climate zones; Quality of life; Remote sensing

资金

  1. Spanish Ministerio de Economia y Competitividad
  2. European Regional Development Fund [CGL2016-80705-R]
  3. Swiss National Science Foundation [PP00P2-150593]

向作者/读者索取更多资源

This study aims to quantify the relationship between urban spatial structure and socio-economic level and found associations between spatial patterns and factors like education, health, living conditions, labor, and transportation. This is crucial for urban planning and improving quality of life.
The spatial structure of urban areas plays a major role in the daily life of dwellers. The current policy framework to ensure the quality of life of inhabitants leaving no one behind, leads decision-makers to seek better-informed choices for the sustainable planning of urban areas. Thus, a better understanding between the spatial structure of cities and their socio-economic level is of crucial relevance. Accordingly, the purpose of this paper is to quantify this two-way relationship. Therefore, we measured spatial patterns of 31 cities in North Rhine-Westphalia, Germany. We rely on spatial pattern metrics derived from a Local Climate Zone classification obtained by fusing remote sensing and open GIS data with a machine learning approach. Based upon the data, we quantified the relationship between spatial pattern metrics and socio-economic variables related to 'education', 'health', 'living conditions', 'labor', and 'transport' by means of multiple linear regression models, explaining the variability of the socio-economic variables from 43% up to 82%. Additionally, we grouped cities according to their level of 'quality of life' using the socio-economic variables, and found that the spatial pattern of low-dense builtup types was different among socio-economic groups. The proposed methodology described in this paper is transferable to other datasets, levels, and regions. This is of great potential, due to the growing availability of open statistical and satellite data and derived products. Moreover, we discuss the limitations and needed considerations when conducting such studies.

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