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Algebraic Approach and Optimal Physical Clusterization in Interpolation Problems of Artificial Intelligence

机译:人工智能插值问题的代数方法和最优物理聚类

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摘要

Perceptron-type interpolation systems of artificial intelligence are considered. A concept of optimal physical clusterization allows us to divide a second layer of hidden units into the compact sets of units (clusters). Then, an algebraic approach developed for pattern recognition systems may be extended to other systems. To solve the problems of process forecasting, a data sample should be transformed into a single-moment sample.
机译:考虑了人工智能的感知器型内插系统。最佳物理群集的概念允许我们将隐藏单元的第二层划分为紧凑的单元集(集群)。然后,为模式识别系统开发的代数方法可以扩展到其他系统。为了解决过程预测问题,应将数据样本转换为单矩样本。

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