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ANN构造性设计中基于GA优选神经元激活函数类型

Optimizing Neural Activation Function Types Based on GA in Con structive ANN Design
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摘要 构造性设计是ANN设计的发展方向之一。全面的高质量的ANN学习应包括神经元激活函数类型的自动优化。该文在构造性设计的框架内讨论了如何实现典型前馈网络的包括神经元激活函数类型在内的全面学习。首先,提出了典型前馈网络的一种构造性设计方法的原理和算法框架,把整个网络的设计分解成了一个个单个神经元的设计问题;然后提出了基于GA的能实现激活函数类型优选的单个神经元的设计方法。大量函数拟合的仿真实验显示:与其它几种激活函数类型不优选的常见ANN设计方法相比,该文提出的方法更有效,能用较小的网络结构获得较好的泛化性能。 Constructive algorithms will be preferable in ANN designing,and perfect ANN trainings should have the auto-optimization of neural activation function types.In this paper,aiming at a typical feedforward neural network(FNN),a constructive ANN designing algorithm with perfect training,i.e.,including the auto-optimization of neural activation function types,is investigated.First,the principle and the frame of the constructive algorithm are given,in which the design of the whole FNN is changed into the designs of single neurons one by one.Second,based on genetic algorithms ,the design algorithm of a single neuron is proposed,in which the suitable neural activation function type is chosen automatically from a base.Finally,with lots of function approximation experiments,it is shown that,compared with some other ANN designing algorithms without activation function type optimization,the proposed algorithm in this paper is more feasible,achieving better ANN generalization with smaller network size.
出处 《计算机工程与应用》 CSCD 北大核心 2004年第23期46-49,共4页 Computer Engineering and Applications
基金 国家自然基金项目(编号:60275041 59905011)资助
关键词 神经网络 构造性方法 遗传算法 神经元激活函数 ANN设计 构造性设计 neural networks,constructive algorithms ,genetic algorithms ,activation functions
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  • 1E Kamin.A simple procedure for pruning backpropagation trained neural networks[J].IEEE Transactions on Neural Networks,1990;1:239~242
  • 2R Reed.Pruning algorithms-A survey[J].iEEE Transactions on Neural Networks,1993;4:740~747
  • 3T Y Kwok,D Y Yeung.Constructive algorithms for structure learning in feedforward neural networks for regression problems[J].IEEE Tran sactions on Neural Networks,1997;8:630~645
  • 4N K Treadgold,T D Gedeon.Exploring constructive cascade networks[J].IEEE Transactions on Neural Networks,1999;10(6):1335~1350
  • 5吴佑寿,赵明生.激活函数可调的神经元模型及其有监督学习与应用[J].中国科学(E辑),2001,31(3):263-272. 被引量:31
  • 6S E Fahlman,C Lebiere.The cascade-correlation learning architecture,Advances in Neural Information Processing Systems 2[C].In:D S Touretzky Ed.San Mateo,CA:Morgan Kaufmann,1990:524~532
  • 7T Ash.Dynamic node creation in backpropagation networks[J].Con-nection Sci,1989;1 (4):365~375
  • 8S J Farlow.Self-organi1zing methods in modeling:GMDH type algorithms,vol.54 of Statistics:Textbooks and Monographs[C].New York:Marcel Dekker,1984
  • 9J H Friedman,W Stuetzle.Projection pursuit regression[J].J Amer Statist Assoc,1981;76(376):817~823
  • 10G Cybenco.Approximations by superpositions of a sigmoid function[J].Math Cont Signal Syst,1989;1 (2):303~314

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