A Novel Method for Predicting Urban Residential Quality Distribution Based on Multi-Interest Consideration

Simulating and predicting urban patterns enables evidence-based decision-making for urban planners. Given limited resources, understanding how to improve urban residential quality and rationally plan the distribution of different quality levels warrants further study. Using cellular automata (CA) and agent-based modules, this study proposes a multi-stakeholder residential quality distribution model to analyze the future quality distribution of residential buildings under different scenarios. The proposed model comprises two modules: a CA module predicting an urban functional layout model and an agent-based module predicting residential quality distribution. The CA module develops the future functional layout of the city, upon which the multiple interests of the government, developers, and residents are taken as constraints by the agent-based module to predict residential quality distribution. The proposed model was applied as a case study to Guanxian County in Shandong Province, China. Three scenario analyses were conducted: a free development scenario, a government macro-regulation scenario, and a scenario with an adjusted preference value for residential quality. The results show that the residential quality distribution model predictions make it possible to align residential quality with residents’ needs in different scenarios; hence, unreasonable distribution characteristics can be explored to develop effective improvement measures.

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Publication Details

Journal
Buildings
Published
2025-01-10
DOI
https://doi.org/10.3390/buildings15020192
Citations
1
Primary Topic
Land Use and Ecosystem Services
Type
article
Field-Weighted Citation Impact
1.11

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article

A Novel Method for Predicting Urban Residential Quality Distribution Based on Multi-Interest Consideration

Da Yan, Tianzhen Hong, Xin Zhou, Xing Jin et al.
1 citations
Buildings
Land Use and Ecosystem Services
1.11
article

A Novel Method for Predicting Urban Residential Quality Distribution Based on Multi-Interest Consideration

Da Yan, Tianzhen Hong, Xin Zhou, Xing Jin, Jingjing An, Jiawen Ren, Xing Shi
article en
1 citations

Abstract

Simulating and predicting urban patterns enables evidence-based decision-making for urban planners. Given limited resources, understanding how to improve urban residential quality and rationally plan the distribution of different quality levels warrants further study. Using cellular automata (CA) and agent-based modules, this study proposes a multi-stakeholder residential quality distribution model to analyze the future quality distribution of residential buildings under different scenarios. The proposed model comprises two modules: a CA module predicting an urban functional layout model and an agent-based module predicting residential quality distribution. The CA module develops the future functional layout of the city, upon which the multiple interests of the government, developers, and residents are taken as constraints by the agent-based module to predict residential quality distribution. The proposed model was applied as a case study to Guanxian County in Shandong Province, China. Three scenario analyses were conducted: a free development scenario, a government macro-regulation scenario, and a scenario with an adjusted preference value for residential quality. The results show that the residential quality distribution model predictions make it possible to align residential quality with residents’ needs in different scenarios; hence, unreasonable distribution characteristics can be explored to develop effective improvement measures.

BuildingsVol. 15(2)
Tongji University (CN), Lawrence Berkeley National Laboratory (US), Shanghai Tongji Urban Planning and Design Institute (CN), Beijing University of Civil Engineering and Architecture (CN), Southeast University (CN), Tsinghua University (CN)
National Natural Science Foundation of China
Sustainable cities and communities
Openalex Percentile: Top 28%
Land Use and Ecosystem Services
1.11
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