基于卫星图像直方图和卷积网络的Java地区GRDP预测

Oemar Syarief Wibisono, A. M. Arymurthy, socio-Oemar Syarief, Aniati Murni Wibisono, Arymurthy
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引用次数: 0

摘要

不平等是包括印尼在内的世界各国都面临的问题之一。用于衡量地区间发展不平等的数据大多使用gdp数据。但是,BPS发布的GRDP数据有不足之处,是在当年之后发布的,这个数字是临时的。因此,需要一种新的数据来源,可以用来估计经济活动的价值,从而可以用来衡量一个地区的发展不平等程度。夜间灯光(NTL)卫星图像数据可以作为观察一个地区社会经济活动的另一种方法,并已被证明与社会经济活动有很强的相关性。在本研究中,我们使用VIIRS NTL卫星图像数据和Dynamic World土地覆盖数据来估算GRDP。我们不是对每个感兴趣的区域使用统计特征,而是对每个感兴趣的区域使用从NTL图像和土地覆盖图像中提取的直方图形式的特征。通过使用直方图,我们不会丢失卫星图像中的空间信息。然后,我们提出了一种基于Huber损失函数的一维卷积神经网络深度学习方法。该模型获得了良好的精度,R平方值为0.8549,优于二维卷积网络的基线方法。使用Huber损失函数可以提高模型的性能,使模型的总损失更小,梯度更平滑。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using Histogram Extracted from Satelite Imagery and Convolutional Network to Predict GRDP in Java Region
Inequality is one of the problems faced by all countries in the world, including Indonesia. The data used to measure development inequality between regions mostly uses GRDP data. However, the GRDP data issued by BPS has a deficiency, it was released after the current year, and this figure is provisional. So, a new data source is needed that can be used to estimate the value of economic activity so that it can be used to measure the level of development inequality in a region. Night-time Light (NTL) satellite imagery data can be an alternative to see socio-economic activity in an area and has been shown to have a strong correlation with socio-economic activity. In this study, we used VIIRS NTL satellite imagery data and Dynamic World land cover data to estimate GRDP. Rather than using statistical features for each area of interest, we use features in the form of histograms extracted from NTL images and land cover images for each area of interest. By using a histogram, we don’t lose spatial information from satellite imagery. Then we proposed a deep learning method in the form of a one-dimensional convolutional neural network using the Huber loss function. This model obtained good accuracy with an R square value of 0.8549, beating the baseline method with two-dimensional convolutional networks. The use of Huber loss function can improve the performance of the model, which has a smaller total loss and have smoother gradient.
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