基于GA-BP神经网络的矿石量预测

Li Guo, Qiong Wu, Qinghua Gu
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引用次数: 0

摘要

BP神经网络是一种采用误差反向传播算法训练的多层前馈网络,是目前应用最广泛的神经网络模型之一。然而,随着应用范围的扩大,BP神经网络暴露出越来越多的缺点和不足。在矿物量预测中,BP神经网络具有收敛速度慢、易陷入局部极小点的特点。为了获得全局最优解,并改进BP神经网络的缺陷,提出了遗传算法(GA)和BP神经网络的组合优化算法,以提高主设计流程图预测的速度和精度,并对排序区分算法进行了分析,讨论了算法设计和调试中的一些问题。在此基础上,构建GA-BP神经网络模型,并应用该模型对BP神经网络的初始权值和阈值进行优化。该模型采用浮点编码方法对连接权值和阈值进行编码,并将受试者分成若干个总体。通过引入选择、变异、交叉、初始权重等算子,使各群体之间产生操作协同效应。本研究选取30个地质单元,8个定量变量(Pb、Zn、Cu、Mo、Si、Ni、Co、V)和12个定性变量进行实证分析。然后在MATLAB中对该算法进行了仿真,并对参数进行了分析。通过对输入样本进行归一化处理,将22组观测数据作为训练数据进行预测,后8组观测数据作为测试数据进行验证。结果表明,当矿量特征不太显著时,模型会产生预测偏差。但该算法的改进提高了BP神经网络函数逼近能力的效率,克服了BP神经网络系统的不稳定性。为成矿预测提供了辅助指导,具有较高的参考价值。
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Prediction of Ore Quantity Based on GA-BP Neural Network
BP neural network is a multilayer feedforward network trained by error back-propagation algorithm, which is one of the most widely used neural network models. However, BP neural network has exposed more and more shortcomings and deficiencies with the expansion of the application scope. In the prediction of ore quantity, BP neural network has the characteristics of slow convergence and easy to fall into local minimum point. In order to obtain the global optimal solution, and to improve the defects of BP neural network, this paper proposes combination optimization algorithm of genetic algorithm (GA) and BP neural network to improve the speed and accuracy of forecasting the main design flow chart and the analysis of the sort distinguish algorithm are offered, and then some problem in the design and debugging of the algorithm are discussed. On this basis, the GA-BP neural network model is constructed and applied to optimize the initial weights and threshold value of BP neural network. This model choices the floating point coding method to encode the connection weights and thresholds, and divides subjects into several populations. Through the introduction of selection, mutation, crossover, initial weight and other operators, making operational synergies between the various groups. This study selects 30 geological units, 8 quantitative variables (Pb, Zn, Cu, Mo, Si, Ni, Co, V) and 12 qualitative variables to carry out empirical analysis. Then the simulation of the algorithm is carried out in MATLAB and the parameters are analysed. By normalizing the input samples, 22 groups of observation data are used as the training data for prediction, and the latter 8 groups of observation data are used as the test data to be verified. The results show that when the ore quantity characteristics are not very significant, the model will produce prediction bias. But the improvement of the algorithm increases the efficiency of the function approach capacity of BP neural network and conquer the BP neural network system’s instability. It provides an auxiliary guide for ore prediction, which have higher reference value.
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