论文标题
可解释的基于AI的大规模3D Pathloss预测模型,用于启用新兴的自动驾驶网络
Interpretable AI-based Large-scale 3D Pathloss Prediction Model for enabling Emerging Self-Driving Networks
论文作者
论文摘要
在现代无线通信系统中,无线电传播建模估算Pathloss一直是系统设计和优化的基本任务。最先进的经验传播模型基于特定环境中的测量值,并且捕获各种传播环境的特质的能力有限。为了解决这个问题,基于射线追踪的解决方案用于商业计划工具,但它们往往非常耗时且昂贵。我们提出了一个基于机器学习(ML)的模型,该模型利用了新的关键预测因子来估计路径。通过定量评估各种ML算法在预测,泛化和计算性能方面的能力,我们的结果表明,与经验模型相比,与经验模型相比,与经验模型相比,与经验模型相比,预测准确性增加了65%,即使在稀疏的培训数据中,光线增强机(LightGBM)算法总体上都超过了其他算法,即使稀疏培训数据可以增加65%。为了应对阻碍大多数基于ML的模型的采用的可解释性挑战,我们使用Shapley添加性解释(SHAP)方法进行了广泛的二级分析,从而产生许多实际有用的见解,这些见解可以利用这些见解,这些见解可用于智能调整网络配置,选择性地在实际网络中选择性地培训培训数据,并为基于ML的ML基于ML基于ML的投放模型较低的低级别使用量。
In modern wireless communication systems, radio propagation modeling to estimate pathloss has always been a fundamental task in system design and optimization. The state-of-the-art empirical propagation models are based on measurements in specific environments and limited in their ability to capture idiosyncrasies of various propagation environments. To cope with this problem, ray-tracing based solutions are used in commercial planning tools, but they tend to be extremely time-consuming and expensive. We propose a Machine Learning (ML)-based model that leverages novel key predictors for estimating pathloss. By quantitatively evaluating the ability of various ML algorithms in terms of predictive, generalization and computational performance, our results show that Light Gradient Boosting Machine (LightGBM) algorithm overall outperforms others, even with sparse training data, by providing a 65% increase in prediction accuracy as compared to empirical models and 13x decrease in prediction time as compared to ray-tracing. To address the interpretability challenge that thwarts the adoption of most ML-based models, we perform extensive secondary analysis using SHapley Additive exPlanations (SHAP) method, yielding many practically useful insights that can be leveraged for intelligently tuning the network configuration, selective enrichment of training data in real networks and for building lighter ML-based propagation model to enable low-latency use-cases.