基于注意力层的细颗粒物空间预测神经网络结构

Luis E. Colchado, Edwin Villanueva, José Eduardo Ochoa Luna
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引用次数: 2

摘要

几项流行病学研究表明,细颗粒物影响人类健康,引发心血管和呼吸系统疾病等。因此,评估这种污染物的空间分布是很重要的。空气质量监测(AQM)网络用于此目的。然而,由于它们的高成本,它们通常在空间上稀疏,留下大片没有监测的区域。传统的数值模式是通过模拟空气污染物的扩散和反应过程来推断空气污染物的空间分布。然而,这种模型通常需要高精度的排放数据和高端的计算硬件。在本文中,我们提出了一种新的神经网络结构用于$PM_{2.5}$空间估计。该模型使用最近提出的注意力层来构建AQM站(节点)的结构化图,并基于注意力核对某些节点的k个近邻进行加权。学习到的注意层可以为测试节点生成转换后的特征表示,并通过全连接神经网络(FCNN)进一步处理以推断污染物浓度。圣保罗AQM网络数据的结果表明,根据不同的性能指标,我们的方法比经典方法如逆距离加权(IDW)、普通克里格(OK)和不带注意层的FCNN具有更好的预测性能。此外,我们的模型计算的归一化注意力权重表明,在某些情况下,给予最近节点的注意力与它们的空间距离无关。这表明该模型更加灵活,因为它可以根据AQM网络的可用数据和一些上下文信息学习插值$PM_{2.5}$浓度水平。对于这些信息,我们为模型提供了不同的变量,如植被指数(NDVI)、地表高程数据、夜间灯光(NTL)信息和气象信息。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Neural Network Architecture with an Attention-based Layer for Spatial Prediction of Fine Particulate Matter
Several epidemiological studies indicate that fine particulate matter $PM_{2.5}$ affect human health, provoking cardiovascular and respiratory diseases, among other. It is therefore important to assess the spatial distribution of this pollutant. Air quality monitoring (AQM) networks are used to this end. However, they are usually spatially sparse due to their high costs, leaving large areas without monitoring. Numerical models have traditionally been proposed to infer the spatial distribution of air pollutants by simulating the diffusion and reaction process of air pollutants. However, such models usually need highly precise emission data and high-end computing hardware. In this paper, we propose a novel neural network architecture for $PM_{2.5}$ spatial estimation. This model uses a recently proposed attention layer to build an structured graph of the AQM stations (nodes) and to weight the k nearest neighbors for certain nodes based on attention kernels. The learned attention layer can generate a transformed feature representation for a testing node, which is further processed by a fully connected neural network (FCNN) to infer the pollutant concentration. Results on data from Sao Paulo AQM network showed that our approach has better predictive performance than classical methods like Inverse Distance Weighting (IDW), Ordinary Kriging (OK), and FCNN without attention layer, according to different performance metrics. Additionally, the normalized attention weights computed by our model showed that in some cases, the attention given to the nearest nodes is independent of their spatial distances. This shows that the model is more flexible, since it can learn to interpolate $PM_{2.5}$ concentration levels based on the available data of the AQM network and some context information. As for this information we supply to the model different variables like vegetation index (NDVI), surface elevation data, Nighttime Lights (NTL) information and meteorological information.
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