Deep Learning-Supported Kriging for Interpolation of High-Resolution Indoor REMs

Friedrich Burmeister, Alexandros Palaios, Philipp Geuer, A. Krause, Richard Jacob, Philipp Schulz, G. Fettweis
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Abstract

In future communications systems, precise location information of users is a declared target. To improve the radio systems, spatial channel knowledge with the same local accuracy in form of precise Radio Environment Maps (REMs) is beneficial. Constructing REMs with channel measurements is not only costly but often not feasible for specific regions of interest. Consequently, it is necessary to construct REMs based on a limited number of observations. Kriging is typically used for interpolation in the literature. The solely distance-dependent semi-variogram inherently assumes an isotropic environment. However, radio environments, especially indoor, are not isotropic and modeling the directionality of the spatial correlation is not possible by means of a simple variogram function. That is why we propose to enhance the Kriging spatial interpolation by exchanging the semi-variogram model by a Deep Neural Network (DNN) to better describe the anisotropic channel correlations in real-world environments. Ordinary Kriging and our proposed approach are compared for different sampling resolutions and sampling methodologies, namely random and regular. Our proposed method improves the average accuracy and more importantly further increases the confidence in the provided predictions. Higher confidence in the prediction is a way to unlock the usage of such techniques for future communication networks.
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基于深度学习的高分辨率室内rem图像插值Kriging方法
在未来的通信系统中,用户的精确位置信息是一个明确的目标。为了改进无线电系统,以精确无线电环境图(REMs)的形式获得具有相同局部精度的空间信道知识是有益的。使用通道测量构建rem不仅成本高昂,而且对于感兴趣的特定区域通常也不可行。因此,有必要基于有限数量的观测来构建rem。克里格在文献中通常用于插值。完全距离相关的半变差函数固有地假设一个各向同性环境。然而,无线电环境,特别是室内,不是各向同性的,并且不可能通过简单的变差函数来模拟空间相关性的方向性。这就是为什么我们提出通过深度神经网络(DNN)交换半变异函数模型来增强Kriging空间插值,以更好地描述现实环境中的各向异性信道相关性。在不同的采样分辨率和采样方法(即随机和规则)下,比较了普通克里格和我们提出的方法。我们提出的方法提高了平均精度,更重要的是进一步提高了所提供预测的置信度。对预测的更高信心是解锁未来通信网络使用此类技术的一种方式。
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