地震预测神经网络模型的演化参数优化

Gunawan, Wresti Andriani, H. Purnomo, I. Sembiring, Ade Iriani
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引用次数: 0

摘要

地震是可持续发展的主要障碍,阻碍了社会和经济增长。本研究使用一个模型来预测从巽他海峡到松巴哇岛发生的地震的震级。地震预报对于采取预防措施,准确预测地震损失具有重要意义。提出了几种地震预报方法;然而,这些方法只能识别异常而不能识别噪声,从而降低了预测地震发生概率的准确性。所提出的模型是一个利用进化参数进行优化的神经网络,以产生更低和更好的错误率。选择进化参数优化是因为该参数在超参数选择方面优于其他参数模型,可以获得更优的精度。选择进化参数优化是因为该参数在超参数选择方面优于其他参数模型,可以获得更优的精度。本研究旨在确定最佳的超参数模型,以提高神经网络的精度。本研究结果利用神经网络算法得到M 8窗组合的均方根误差(RMSE)值为0.823。采用进化参数优化提高精度后,得到的RMSE结果为0.822。在这项研究中,准确度提高了,RMSE值降低了0.001。通过对神经网络演化参数的优化,提高了RMSE的精度值,使所提模型具有更好的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Evolutionary Parameter Optimization on Neural Network Models for Earthquake Prediction
Earthquakes are a major obstacle to sustainable development, hindering social and economic growth. This study uses a model to predict the magnitude of earthquakes that occur from the Sunda Strait to Sumbawa Island. Earthquake prediction is important to take preventive measures and predict damage accurately. Several Earthquake Prediction (EQP) approaches have been proposed; however, these approaches only identify anomalies without distinguishing noise, thereby reducing the accuracy of predicting the probability of an earthquake occurring. The proposed model is a Neural Network (NN) optimized using evolutionary parameters to produce a lower and better error rate. Evolutionary Parameter Optimization was chosen because this parameter is superior in hyperparameter selection to achieve more optimal accuracy compared to other parameter models. Evolutionary Parameter Optimization was chosen because this parameter is superior in hyperparameter selection to achieve more optimal accuracy compared to other parameter models. This research aims to determine the best hyperparameter model to increase the accuracy of the Neural Network. The results of this study obtained the Root Mean Square Error (RMSE) value of the M 8 windowing combination using the Neural Network algorithm of 0.823. After increasing accuracy by optimizing using evolutionary parameters, the RMSE results obtained are 0.822. In this study, an increase in accuracy was obtained with a decrease in the RMSE value obtained by 0.001. Optimizing the Neural Network's evolutionary parameters improves the RMSE accuracy value so that the proposed model is better.
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