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A data-driven predictive model for residential mobility in Australia - a generalised linear mixed model for repeated measured binary data

机译:由数据驱动的澳大利亚居民出行预测模型-重复测量的二进制数据的广义线性混合模型

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摘要

Household relocation modelling is an integral part of the Government planning process as residential movements influence the demand for community facilities and services. This study will address the problem of modelling residential relocation choice by estimating a logit-link class model. The proposed model estimates the probability of an event which triggers household relocation. The attributes considered in this study are: requirement for bedrooms, employment status, income status, household characteristics, and tenure (i.e. duration living at the current location). Accurate prediction of household relocations for population units should rely on real world observations. In this study, a longitudinal survey data gathered in the Household, Income and Labour Dynamics in Australia (HILDA) program is used for modelling purposes. The HILDA dataset includes socio-demographic information such general health situation and well-being, lifestyle changes, residential mobility, income and welfare dynamics, and labour market dynamics collected from the sampled individuals and households. The technique presented in this paper links possible changes in households\u27 socio-demographic characteristics to the probability of residential relocation by developing a mixed effects discrete-choice logit model (MEDCLM) for longitudinal binary data using the HILDA dataset. The proposed model captures the effect of repeated measurements together with the area-specific random effects.
机译:家庭迁移模型是政府规划过程中不可或缺的一部分,因为住宅的迁移影响着对社区设施和服务的需求。这项研究将通过估计logit-link类模型来解决对住宅搬迁选择进行建模的问题。提出的模型估计了触发家庭搬迁的事件的可能性。本研究考虑的属性是:卧室需求,就业状况,收入状况,家庭特征和任期(即当前位置的居住时间)。对人口单位家庭搬迁的准确预测应依靠现实世界的观察。在本研究中,使用在澳大利亚家庭,收入和劳动力动态(HILDA)计划中收集的纵向调查数据进行建模。 HILDA数据集包括社会人口信息,例如总体健康状况和福祉,生活方式的变化,居住流动性,收入和福利动态以及从抽样个人和家庭收集的劳动力市场动态。本文提出的技术通过使用HILDA数据集为纵向二进制数据开发混合效应离散选择logit模型(MEDCLM),将家庭的社会人口统计学特征的可能变化与住宅搬迁的可能性联系在一起。所提出的模型捕获了重复测量的效果以及特定于区域的随机效果。

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