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天津师范大学数学科学学院,天津,300387
Published:2012
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HE Ying, WANG Gui-jun. Conjugate Gradient Algorithm of the Polygonal Fuzzy Neural Networks[J]. Acta Electronica Sinica, 2012, 40(10): 2079-2084.
HE Ying, WANG Gui-jun. Conjugate Gradient Algorithm of the Polygonal Fuzzy Neural Networks[J]. Acta Electronica Sinica, 2012, 40(10): 2079-2084. DOI: 10.3969/j.issn.0372-2112.2012.10.029.
为了近似实现模糊数的非线性运算及提高神经网络的逼近精度
引入折线模糊数和折线模糊神经网络
并依据折线模糊数的扩展运算对经典共轭梯度算法进行改进
使该算法在迭代过程中通过一维非精确Armijo-Goldstein线性搜索方法获得优化学习常数
进而在折线模糊神经网络环境下设计了折线模糊共轭梯度算法.最后
通过模拟实例说明了该算法具有计算复杂度低、收敛速度快等特性.
In order to realize an nonlinear operations between fuzzy numbers and raise the accuracy of the approximation of fuzzy neural networks
the polygonal fuzzy numbers and a polygonal fuzzy neural network are introduced
and according to their extension operations to improve the classic conjugate gradient algorithm
in the iterative process
the optimal constants of the algorithm are obtained through the one-dimensional inexactitude A-G linear search method
and then a polygonal fuzzy conjugate gradient algorithm is designed under environment of polygonal fuzzy neural networks.Finally
utilizing a simulation examples
some good characteristics of this algorithm are illustrated
for example
low computational complexity
fast convergence and so on.
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