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K value selection method for test data similarity division based on K-Means algorithm

机译:基于K-Means算法的测试数据相似度划分的K值选择方法

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The scale of test data can not be underestimated in the analysis of large-scale integrated circuit test,for the characteristics of K-Means algorithm the similarity of large amounts of data can be processed. It is convenient for subsequent operations to be processed according to the similarity such as compression, encoding, etc.. The selection of its center and the determination of the cluster number (K value) are the core of the K-Means algorithm, the selection of the K value is difficult to estimate. This paper has divided targeted and similarity for the generated exhaustive or pseudo-random test data. The K-means algorithm is combined with the constraints proposed in this paper to constrain the generation of suitable K values, and select appropriate range of K value. The experimental results based on a large number of random data have shown that when using the method in the text, the range of K values is selected in the 4-8 categories, the trend of each index is gentle, and the similarity between data is well.
机译:在大规模集成电路测试的分析中不能低估测试数据的规模,对于K-Means算法的特点,可以处理大量数据的相似性。根据相似度(例如压缩,编码等)来处理后续操作非常方便。选择其中心并确定簇数(K值)是K-Means算法的核心,即选择K值中的一个很难估计。本文对生成的穷举或伪随机测试数据进行了目标和相似性划分。 K均值算法与本文提出的约束条件相结合,以约束合适的K值的生成,并选择合适的K值范围。基于大量随机数据的实验结果表明,当使用本文中的方法时,在4-8个类别中选择K值的范围,每个索引的趋势是平缓的,并且数据之间的相似性是出色地。

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