High storage capacity architecture for pattern recognition using an array of Hopfield neural networks

Ming-Jung Seow, V. Asari
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引用次数: 8

Abstract

A new approach for the recognition of images using a two dimensional array of Hopfield neural networks is presented in this paper. In the proposed method, the N/spl times/N image is divided into sub-blocks of size M/spl times/M. Two-dimensional Hopfield neural networks of size M/spl times/M are used to learn and recognize the sub-images. All the N/sup 2//M/sup 2/ Hopfield modules are functioning independently and are capable of recognizing the corrupted image successfully when they work together. It is shown mathematically that the network system converges in all circumstances. The performance of the proposed technique is evaluated by applying it into various binary and gray scale images. The gray scale images are treated in a three-dimensional perspective by considering an 8-bit gray scale image as 8 independent binary images. Eight layers of binary networks are used for the recognition purpose. A Fuzzy-ART based neural network is used for the classification and labeling of the outputs in the Hopfield network. By employing the new approach, it can be seen that the storage capacity of the entire pattern recognition system would be increased to 2/sup n/ where n=N/sup 2//M/sup 2/. Experiments conducted on different images of various sizes have shown that the proposed network structure can learn and recognize images even with 30% noise. In addition, the number of iterations required for the convergence of the network is significantly reduced and the number of synaptic weights required for the entire architecture is reduced from N/sup 4/ to N/sup 2/M/sup 2/. The proposed network structure is suitable for building dedicated hardware to enable the pattern recognition in real-time due to the requirement of less number of registers to store synaptic weights and reduced number of interconnections between neurons.
使用Hopfield神经网络阵列的模式识别的高存储容量架构
本文提出了一种利用二维Hopfield神经网络阵列进行图像识别的新方法。该方法将N/spl次/N图像分割为大小为M/spl次/M的子块。采用大小为M/spl次/M的二维Hopfield神经网络对子图像进行学习和识别。所有的N/sup 2//M/sup 2/ Hopfield模块都是独立工作的,当它们一起工作时能够成功识别损坏的图像。从数学上证明了网络系统在任何情况下都是收敛的。通过将该技术应用于各种二值和灰度图像,对其性能进行了评估。将8位灰度图像视为8张独立的二值图像,以三维视角对灰度图像进行处理。采用八层二值网络进行识别。采用基于Fuzzy-ART的神经网络对Hopfield网络中的输出进行分类和标注。采用新方法可以看出,整个模式识别系统的存储容量将增加到2/sup n/,其中n= n/ sup 2//M/sup 2/。在不同大小的图像上进行的实验表明,即使在30%的噪声情况下,所提出的网络结构也可以学习和识别图像。此外,网络收敛所需的迭代次数显著减少,整个架构所需的突触权重从N/sup 4/减少到N/sup 2/M/sup 2/。由于需要较少的寄存器来存储突触权值和减少神经元之间的互连数量,因此该网络结构适合于构建专用硬件来实现实时模式识别。
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