正交条件下外积和网络的性能分析

Analysis of Some Properties of the Sum-of-Outer Products Network Under the Orthogonal Condition

外积和网络是一个具有广泛应用价值的神经元网络模型,本文在假设构成该网络的训练样本是正交的条件下分析了网络的稳定点和吸引半径等性质,得到了一些有意义的结果。

The sum-of-outer products net is a very useful neural network model. Under the assumption that the vectors used for construction are orthogonal, the fixed points and radius of attraction of the net are analysed. Some interesting results are obtained.