一种进化极限学习机超参数整定的双层方法

Krishanu Maity, Satyabrata Maity, Nimisha Ghosh
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引用次数: 2

摘要

实现机器学习算法的关键挑战之一是超参数优化,因为任何机器学习模型的性能对其超参数的设置都很敏感。进化算法以其高效的智能调优策略在超参数优化中得到广泛应用。相对于用于训练的数据集的大小,时间复杂度有明显的变化。另一方面,为了追求更好的预测,需要庞大的数据集。本文提出了一种基于双层次规划方法的双层次进化极限学习机(bL-EELM)超参数整定方法。我们把问题分为两个层次。我们把E-ELM模块看作是一个低级优化问题。在我们的上层,我们放置了一个进化模块,其任务是创建一个超参数群体,并将其作为EELM的输入馈送到下层。我们选择了十个基准分类问题来实验和分析我们提出的方法。实验结果表明,与极限学习机(ELM)和极限学习机(EELM)相比,该方法具有更好的预测精度和泛化性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Bi-Level Approach for Hyper-Parameter Tuning of an Evolutionary Extreme Learning Machine
One of the critical challenges in the implementation of machine learning algorithm is hyperparameter optimization as performance of any machine learning model is sensitive to the setting of their hyperparametersr. Evolutionary Algorithms (EA) is widely used for hyperparameter optimization due to its efficient intellectual tuning strategies. The time complexity is appreciably changed with respect to the size of dataset used for training. On the other hand, large dataset is required for pursuing the better prediction. In this paper, we have proposed a methodology namely Bi-Level Evolutionary Extreme Learning Machine(bL-EELM) based on bi-level programming approach for tuning hyperparameter of an Evolutionary Extreme Learning Machine(EELM). we divided our problem into two levels. We consider an E-ELM module as a lower level optimization problem. In our upper level we placed a evolutionary module whose task is to create a population of hyperparameters and feed to lower Level as an input of EELM. We have chosen ten benchmark classification problems for the experiment and analysis of our proposed approach. Experimental results proofs that our proposed approach has better prediction accuracy as well as generalization performances compare to Extreme learning machine(ELM) and EELM.
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