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Selection of Pattern Neurons for a Probabilistic Neural Network by Means of Clustering and Nearest Neighbor Techniques

机译:聚类和最近邻技术为概率神经网络选择模式神经元

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The architecture of the probabilistic neural network (PNN) depends on the input data cardinality. This is the effect of the arrangement of neurons in the network's pattern layer. Thus, in order to cope with large data classification tasks, PNN's structure must be minimized. In this work, new algorithm for the PNN's architecture simplification is proposed. The approach is realized in two phases. First, a k-means data clustering is performed and initial PNN's pattern neurons are appropriately selected using obtained centers. Second, based on the nearest neighbor to the determined centers, final data records are chosen and used to activate the pattern neurons. The algorithm is applied to the classification tasks of four repository data sets. PNN is trained by means of a conjugate gradient procedure with a Gaussian kernel function utilized for neurons' activation. The performance of original and reduced network is compared using a 10-fold cross validation method. The outcomes are also collated with state-of-the-art results.
机译:概率神经网络(PNN)的体系结构取决于输入数据基数。这是神经元在网络模式层中排列的效果。因此,为了应对大型数据分类任务,必须使PNN的结构最小化。在这项工作中,提出了一种用于PNN架构简化的新算法。该方法分两个阶段实现。首先,k-均值聚类数据执行和初始PNN的图案的神经元是使用获得的中心适当地选择。其次,基于最接近所确定中心的邻居,选择最终数据记录并将其用于激活模式神经元。该算法适用于四个存储库数据集的分类任务。通过具有高斯核函数的共轭梯度过程对PNN进行训练,该函数用于神经元的激活。使用10倍交叉验证方法比较原始网络和简化网络的性能。结果也与最新结果进行了比较。

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