利用地理依赖性进行房地产估价:排序和聚类的相互视角

Yanjie Fu, Hui Xiong, Yong Ge, Zijun Yao, Yu Zheng, Zhi-Hua Zhou
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引用次数: 89

摘要

对于购房者来说,理解、比较和对比房地产的投资价值历来是一个挑战。虽然已经开发了许多房地产评估方法来对房地产进行评估,但这些方法的性能受到传统房地产评估数据源的限制。然而,随着收集与房地产相关的移动数据的新方法的发展,有可能利用房地产的地理依赖性来加强房地产评估。事实上,房地产价值的地理依赖性可以来自其自身社区(个人)的特征,其附近房地产(同行)的价值以及附属潜在商业区域(区域)的繁荣程度。为此,本文提出了一种利用排序力和聚类力的相互作用来进行房地产评估的地理方法ClusRanking。ClusRanking能够利用概率排序模型中的地理个体、同伴和区域依赖关系。具体而言,我们首先从地理数据中提取街区的地理效用,通过挖掘出租车轨迹数据估计街区的受欢迎程度,并通过ClusRanking对潜在商业区的影响进行建模。并利用线性模型对这三个影响因素进行融合,预测房地产投资价值。此外,我们同时考虑了个体、同伴和区域的依赖关系,并推导了一个特定于地产的排序似然作为目标函数。最后,结合实际房地产相关数据进行了综合评价,实验结果验证了本文方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Exploiting geographic dependencies for real estate appraisal: a mutual perspective of ranking and clustering
It is traditionally a challenge for home buyers to understand, compare and contrast the investment values of real estates. While a number of estate appraisal methods have been developed to value real property, the performances of these methods have been limited by the traditional data sources for estate appraisal. However, with the development of new ways of collecting estate-related mobile data, there is a potential to leverage geographic dependencies of estates for enhancing estate appraisal. Indeed, the geographic dependencies of the value of an estate can be from the characteristics of its own neighborhood (individual), the values of its nearby estates (peer), and the prosperity of the affiliated latent business area (zone). To this end, in this paper, we propose a geographic method, named ClusRanking, for estate appraisal by leveraging the mutual enforcement of ranking and clustering power. ClusRanking is able to exploit geographic individual, peer, and zone dependencies in a probabilistic ranking model. Specifically, we first extract the geographic utility of estates from geography data, estimate the neighborhood popularity of estates by mining taxicab trajectory data, and model the influence of latent business areas via ClusRanking. Also, we use a linear model to fuse these three influential factors and predict estate investment values. Moreover, we simultaneously consider individual, peer and zone dependencies, and derive an estate-specific ranking likelihood as the objective function. Finally, we conduct a comprehensive evaluation with real-world estate related data, and the experimental results demonstrate the effectiveness of our method.
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