Ore Grade Prediction Using a Genetic Algorithm and Clustering Based Ensemble Neural Network Model

被引:0
|
作者
Snehamoy Chatterjee
Sukumar Bandopadhyay
David Machuca
机构
[1] McGill University,COSMO Laboratory
[2] University of Alaska Fairbanks,Dept. of Mining and Geological Engineering
[3] University of Alberta,Centre of Computational Geostatistics
来源
Mathematical Geosciences | 2010年 / 42卷
关键词
Ensemble network; Neural network; GA; -means clustering; Support vector machine;
D O I
暂无
中图分类号
学科分类号
摘要
Accurate prediction of ore grade is essential for many basic mine operations, including mine planning and design, pit optimization, and ore grade control. Preference is given to the neural network over other interpolation techniques for ore grade estimation because of its ability to learn any linear or non-linear relationship between inputs and outputs. In many cases, ensembles of neural networks have been shown, both theoretically and empirically, to outperform a single network. The performance of an ensemble model largely depends on the accuracy and diversity of member networks. In this study, techniques of a genetic algorithm (GA) and k-means clustering are used for the ensemble neural network modeling of a lead–zinc deposit. Two types of ensemble neural network modeling are investigated, a resampling-based neural ensemble and a parameter-based neural ensemble. The k-means clustering is used for selecting diversified ensemble members. The GA is used for improving accuracy by calculating ensemble weights. Results are compared with average ensemble, weighted ensemble, best individual networks, and ordinary kriging models. It is observed that the developed method works fairly well for predicting zinc grades, but shows no significant improvement in predicting lead grades. It is also observed that, while a resampling-based neural ensemble model performs better than the parameter-based neural ensemble model for predicting lead grades, the parameter-based ensemble model performs better for predicting zinc grades.
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页码:309 / 326
页数:17
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