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Estimation of Received Signal Power for 5G-Railway Communication Systems

机译:5G铁路通信系统的接收信号功率估计

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This paper presents the estimation of received power signal based on Support Vector Regression (SVR). The simulated datasets are used, which contain the positions of transmitter (Tx) and receiver (Rx), the distance of TX and RX, and corresponding path loss, and the carrier frequencies. SVR presents the accuracy estimation of simulated datasets computing which shows Mean Square Error (MSE) as an average value of estimation errors that are squared, Root Mean Square Error (RMSE) as another parameter for measuring the accuracy of a estimation as a root value of MSE Average Root also R2 as the coefficient of determination tool for measuring the ability of a model in explaining dependent variable variations. If the value of R2 approaches one, it means that predictive results can follow variable patterns or variations well dependent. Cross Validation is a performance measurement. The aim is to find the best hyper-parameter combination so that machine learning can predict data accurately and prevent over-fitting problems. Optimal parameter values are determined by using the Grid Search Method, where machine learning will do modeling using the range C τ and ε given. Therefore, SVR Hyper-Parameter shows the most optimized parameter with C which affects the penalty given when there is an error in classification, Gamma that affects the pace of learning process, Epsilon indicates the error limit than can be ignored. The parameter values that produce the highest accuracy or the smallest error will be chosen as the best parameter.
机译:本文提出了基于支持向量回归(SVR)的接收功率信号估计。使用模拟的数据集,其中包含发射机(Tx)和接收机(Rx)的位置,TX和RX的距离,相应的路径损耗以及载波频率。 SVR表示模拟数据集计算的准确性估计,该结果显示均方误差(MSE)作为平方的估计误差的平均值,均方根误差(RMSE)作为另一个用于测量估计准确性的参数,作为均方根的MSE平均根也为R 2 作为确定系数的工具,用于测量模型解释因变量变化的能力。如果R的值 2 接近一,这意味着预测结果可以遵循可变的模式或高度依赖的变化。交叉验证是一种性能度量。目的是找到最佳的超参数组合,以便机器学习可以准确地预测数据并防止过度拟合的问题。最佳参数值是通过使用网格搜索方法确定的,其中机器学习将使用给定的范围Cτ和ε进行建模。因此,“ SVR超参数”显示了最优化的参数,其中C会影响分类错误时的惩罚,Gamma会影响学习过程的进度,Epsilon表示的误差极限是可以忽略的。产生最高准确度或最小误差的参数值将被选作最佳参数。

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