Fuzzy Bayesian inference for mapping vague and place-based regions: a case study of sectarian territory

IF 4.3 1区 地球科学 Q1 COMPUTER SCIENCE, INFORMATION SYSTEMS
J. Huck, J. Whyatt, G. Davies, John Dixon, Brendan Sturgeon, Bree Hocking, C. Tredoux, N. Jarman, Dominic Bryan
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引用次数: 1

Abstract

Abstract The problem of mapping regions with socially-derived boundaries has been a topic of discussion in the GIS literature for many years. Fuzzy approaches have frequently been suggested as solutions, but none have been adopted. This is likely due to difficulties associated with determining suitable membership functions, which are often as arbitrary as the crisp boundaries that they seek to replace. This paper presents a novel approach to fuzzy geographical modelling that replaces the membership function with a possibility distribution that is estimated using Bayesian inference. In this method, data from multiple sources are combined to estimate the degree to which a given location is a member of a given set and the level of uncertainty associated with that estimate. The Fuzzy Bayesian Inference approach is demonstrated through a case study in which census data are combined with perceptual and behavioural evidence to model the territory of two segregated groups (Catholics and Protestants) in Belfast, Northern Ireland, UK. This novel method provides a robust empirical basis for the use of fuzzy models in GIS, and therefore has applications for mapping a range of socially-derived and otherwise vague boundaries.
模糊贝叶斯推理用于绘制模糊区域和基于地点的区域:以教派领土为例
多年来,地理信息系统(GIS)文献中一直在讨论由社会派生的边界绘制区域的问题。模糊方法经常被建议作为解决方案,但没有一个被采用。这可能是由于与确定合适的隶属函数相关的困难,这些函数通常与它们寻求取代的清晰边界一样任意。本文提出了一种新的模糊地理建模方法,用贝叶斯推理估计的可能性分布代替隶属函数。在这种方法中,将来自多个来源的数据组合起来,以估计给定位置属于给定集合的程度,以及与该估计相关联的不确定性水平。模糊贝叶斯推理方法通过一个案例研究来证明,在这个案例研究中,人口普查数据与感知和行为证据相结合,对英国北爱尔兰贝尔法斯特两个隔离群体(天主教徒和新教徒)的领土进行了建模。这种新方法为在GIS中使用模糊模型提供了坚实的经验基础,因此可以应用于绘制一系列社会衍生的和其他模糊边界。
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来源期刊
CiteScore
11.00
自引率
7.00%
发文量
81
审稿时长
9 months
期刊介绍: International Journal of Geographical Information Science provides a forum for the exchange of original ideas, approaches, methods and experiences in the rapidly growing field of geographical information science (GIScience). It is intended to interest those who research fundamental and computational issues of geographic information, as well as issues related to the design, implementation and use of geographical information for monitoring, prediction and decision making. Published research covers innovations in GIScience and novel applications of GIScience in natural resources, social systems and the built environment, as well as relevant developments in computer science, cartography, surveying, geography and engineering in both developed and developing countries.
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