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一种适用于功能电路的自组织神经网络模型构建 被引量:2

Construction of a Self-organizing Neural Network Model Suitable for Function Circuits
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摘要 借鉴信息在生物体神经系统内的传递过程及电子电路的构造特点,提出了一种适用于功能电路的自组织神经网络模型及构建方法。首先提出了神经元、神经网络模型,分析了信号传递过程;然后描述了功能电路到神经网络的映射关系,给出了神经网络自组织特性实现方法;最后以2×2乘法器为功能电路,验证了此模型对功能电路的承载性及自组织特性。结果表明:模型与电子电路具有较好的对等映射关系,在权值变换方面也可极大降低硬件实现的难度。同时,该模型可望为复杂电磁环境下电子系统的仿生防护研究提供一定的理论和实验参考。 Based on the transfer process of information in the biological nervous system and the characteristics of the circuit structure, a serf-organizing neural network model suitable for function circuits is proposed and con- structed. Firstly, the nerve cell, the neural network model are proposed, and the information transfer process is analysed. Then, the mapping relations between function circuit and neural network are described, and the im- plementation method of self-organizing neural network is presented. Finally, the carrying capacity and self-orga- nizing feature of the proposed model is verified by a 2 × 2 multiplier. Experiment results demonstrate that the proposed model has good mapping relations with the electronic circuit, and it can greatly reduce the difficulty of hardware implementation in the weight change. Meanwhile, this model can provide certain theoretical and exper- imental references for the bionic protection of electronic system under the complex electromagnetic environment.
出处 《电讯技术》 北大核心 2011年第8期90-95,共6页 Telecommunication Engineering
关键词 电子系统 电磁干扰 功能电路 自组织神经网络 仿生防护 electronic system electromagnetic interference function circuits self-organization neural networks bionic protection
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  • 1刘尚合,原亮,褚杰.电磁仿生学—电磁防护研究的新领域[J].自然杂志,2009,31(1):1-7. 被引量:54
  • 2MartinTHagan.神经网络设计[M].北京:机械工业出版社,2002.197-235.
  • 3Morgado Dias F, Antunes A. Fault Tolerance of Artificial Neural Networks: an Open Discussion for a Global Model [J ]. International Journal of Circuits, Systems and Signal Processing, 2010, 4(1):9- 16.
  • 4赵德芳,张天骐,金翔,杜晓华.基于BP神经网络的直扩信号扩频码盲识别[J].电讯技术,2010,50(10):28-35. 被引量:9
  • 5安全,梁川,吴平.脉冲响应神经网络的构建[J].信息与控制,2009,38(4):455-460. 被引量:2
  • 6Jason Gauci, Kenneth O Stanley. Autonomous Evolution ofTopographic Regularities in Artificial Neural Networks [ J]. Neural Computation, 2010, 22(7) : 1860 - 1898.
  • 7Javier Macia, Ricard V Sole Distributed robustness in cellular networks: insights from synthetic evolved circuits [ J ]. Journal of Royal Society Interface, 2009,33 (6) : 393 - 400.
  • 8Sekanina L. Evolutionary functional recovery in virtual reconfigurable circuits [ J ]. ACM Journal on Emerging Technologies in Computing Systems, 2007, 3(2) : 1 - 22.
  • 9WANG J, LEE C H. Evolutionary design of combinational logic circuits using VRA processor [ J ]. IEICE Electronics Express, 2009, 6(3) : 141 - 147.

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  • 1原亮,魏明,褚杰,周永学.电磁防护仿生研究的内容、基础与实现规划[J].河北科技大学学报,2011,32(S1):1-4. 被引量:3
  • 2满梦华,褚杰,施威,原亮.嵌入式数字电路故障自修复技术研究[J].河北科技大学学报,2011,32(S1):142-144. 被引量:3
  • 3朱炳,包家立,应磊.生物鲁棒性的研究进展[J].生物物理学报,2007,23(5):357-363. 被引量:9
  • 4MARKRAM H,LUBKE J,FROTSCHER M,et al.Regulation of synaptic efficacy by coincidence of postsynaptic APs and EPSPs[J].Science,1997,275(5297):213-215.
  • 5DAN Y,POO M M.Spike timing-dependent plasticity:from synapse to perception[J].Physiol Rev,2006,86(3):1033-1048.
  • 6HEBB D O.The organization of behavior:a neuropsychological theory[M],New York:Psychology Press,1949.
  • 7VAN ROSSUM M C,BI G Q,TURRIGIANO G G.Stable Hebbian learning from spike timing-dependent plasticity[J].J Neurosci,2000,20(23):8812-8821.
  • 8KUBOTA S,KITAJIMA T.How balance between LTP and LTD can be controlled in spike- timing-dependent learning rule[C]//International Joint Conference on Neural Networks,Atlanta,GA;2009:1674-1679.
  • 9HONDA M,URAKUBO H,KOUMURA T,et al.A common framework of signal processing in the induction of cere-bellar LTD and cortical STDP[J].Neural Netw,2013,43:114-124.
  • 10SONG S,MILLER K D,ABBOTT L F.Competitive hebbian learning through spike-timing-dependent synaptic plasticity[J].Nat Neurosci,2000,3(9):919-926.

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