影响变量稀缺条件下的时空预测:一种基于混合概率图的方法

Monidipa Das, S. Ghosh
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引用次数: 8

摘要

时空预测是时空数据挖掘的主要分支之一,其目的是在时空框架中使用一组给定的解释变量来学习一个能够预测目标变量的模型。它在环境管理、交通运输、流行病学、气候学等各个领域有着广泛的应用。但是,任何变量的ST预测的一个主要问题是可能对其产生重大影响的未知因素,或者影响预测变量的因素的数据不可用。在这种情况下,由于缺乏适当的影响因素数据,现有的许多时空预测模型,特别是基于因果图方法的时空预测模型的有效性受到严重影响。本文提出了一种基于模糊贝叶斯网络的混合概率模型,结合残差校正机制(FBNRC)来解决这一问题。引入的模糊性有助于减少参数学习过程中的不确定性,而增加的残差校正功能有助于补偿未知因素,同时产生对预测变量的推断。在印度德里进行了气象时间序列的时空预报试验。预测结果令人鼓舞。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Spatio-temporal Prediction under Scarcity of Influencing Variables: A Hybrid Probabilistic Graph-based Approach
Spatio-temporal (ST) prediction is one of the major families of spatio-temporal data mining, which aims at learning a model that can predict the target variable by using a given set of explanatory variables in a spatio-temporal framework. It has enormous application in various domains, including environmental management, transportation, epidemiology, climatology and so on. However, a major issue in ST prediction of any variable is the unknown factors that can have significant influence on it, or the unavailability of the data on the factors that influence the prediction variable. In such cases, due to lack of appropriate data on influencing factors, the effectiveness of many of the existing space-time prediction models, especially those based on causal graph-based approach, are significantly hindered. In the present paper, an attempt has been made to address this issue by proposing a hybrid probabilistic model based on fuzzy Bayesian network with incorporated residual correction mechanism (FBNRC). The incorporated fuzziness aids in reducing uncertainty during parameter learning process, whereas the added functionality of residual correction helps to compensate for the unknown factors while generating inference on the prediction variable. Experimentation has been carried out on spatio-temporal prediction of meteorological time series in the state of Delhi, India. The results of prediction are found to be encouraging.
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