回归问题的元认知极限学习机

K. N. Krishna, R. Savitha, A. Al Mamun
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引用次数: 2

摘要

本文提出了一种基于元认知极限学习机(McELM)的快速学习算法。该算法由两个部分组成,即认知部分和元认知部分。认知组件是一个极限学习机(ELM),而控制认知组件的元认知组件采用自我调节的学习机制来决定学习什么、何时学习和如何学习。元认知组件根据所提供的样本选择合适的学习方法,即删除样本、保留样本和网络更新。ELM的使用提高了网络速度,降低了计算成本。与传统ELM不同的是,McELM的隐藏层数不是先验固定的,而是在学习阶段构建网络。该算法在一组基准回归和近似问题上进行了评估,并在实际的风力和力矩系数预测问题上进行了评估。本研究的性能结果表明,与传统的ELM、支持向量回归(SVR)相比,McELM可以获得更好的结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Meta-cognitive extreme learning machine for regression problems
In this paper, we present an efficient fast learning algorithm for regression problems using meta-cognitive extreme learning machine(McELM). The proposed algorithm has two components, namely the cognitive component and meta-cognitive component. The cognitive component is an extreme learning machine (ELM) while the meta-cognitive component which controls the cognitive component employs a self-regulating learning mechanism to decide what to learn, when to learn and how to learn. The meta-cognitive component chooses suitable learning method based on the samples presented namely, delete sample, reserve sample and network update. The use of ELM improves the network speed and reduces computational cost. Unlike traditional ELM, the number of hidden layers is not fixed priori in McELM, instead, the network is built during the learning phase. This algorithm is evaluated on a set of benchmark regression and approximation problems and also on a real-world wind force and moment coefficient prediction problem. Performance results in this study highlight that McELM can achieve better results compared with conventional ELM, support vector regression (SVR).
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