基于gis的多标准评估中标准数量的评估:一种机器学习方法

IF 4.3 3区 地球科学 Q1 GEOGRAPHY
Lan Qing Zhao, Suzana Dragićević, Shivanand Balram, Liliana Perez
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引用次数: 0

摘要

层次分析法(AHP)是基于地理信息系统的多准则评价(GIS-MCE)中广泛应用的准则权重确定方法和决策规则。然而,AHP方法的一个限制是,它限制了可以有意义地加权的标准的数量,通常为7到9个标准。最近,机器学习(ML)技术已经成为派生标准权重的一个引人注目的替代方案。本研究旨在评估ML-MCE处理更多标准的能力,并具体应用于城市适宜性分析的案例研究。随机森林(RF) ML技术用于评估MCE方法处理多达27个标准的能力。使用来自加拿大大温哥华地区的地理空间数据,将标准细分为11组,从最基本的7个标准开始,每组增加两个新标准。结果表明,与传统的AHP方法相比,RF-ML方法可以管理更多的标准,其中15个标准提供了有意义的上限,表明其在复杂的城市适宜性分析背景下适应更广泛的利益相关者偏好的潜力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Assessing the Number of Criteria in GIS-Based Multicriteria Evaluation: A Machine Learning Approach

Assessing the Number of Criteria in GIS-Based Multicriteria Evaluation: A Machine Learning Approach

The analytical hierarchy process (AHP) is a widely used approach and a decision rule to derive criteria weights in geographic information system-based multi-criteria evaluation (GIS-MCE). However, one limitation of the AHP method is that it constrains the number of criteria that can be meaningfully weighted to typically seven to nine criteria. Recently, machine learning (ML) techniques have emerged as a compelling alternative for deriving criteria weights. This research aims to assess the capabilities of ML-MCE in handling a larger number of criteria and is specifically applied to a case study of urban suitability analysis. The random forest (RF) ML technique is used to evaluate the ability of the MCE method to handle up to 27 criteria. Geospatial data from the Metro Vancouver Region, Canada, are used, with the criteria subdivided into 11 groups starting with the most basic seven criteria and incrementally adding two new criteria per group. The results indicate the RF-ML approach can manage a larger number of criteria compared to the traditional AHP approach, with 15 criteria providing a meaningful upper threshold, demonstrating its potential to accommodate a wider range of stakeholder preferences for complex urban suitability analysis contexts.

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来源期刊
CiteScore
8.70
自引率
5.60%
发文量
40
期刊介绍: First in its specialty area and one of the most frequently cited publications in geography, Geographical Analysis has, since 1969, presented significant advances in geographical theory, model building, and quantitative methods to geographers and scholars in a wide spectrum of related fields. Traditionally, mathematical and nonmathematical articulations of geographical theory, and statements and discussions of the analytic paradigm are published in the journal. Spatial data analyses and spatial econometrics and statistics are strongly represented.
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