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An Automatic Clustering of Data Points with Alpha and Beta Angles on Apollonius and Subtended Arc Circle based on Computational Geometry

机译:基于计算几何的Apollonius和对向圆弧上具有Alpha和Beta角的数据点自动聚类

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Following the recent rapid increase in the amount of information, local recognition of similar and related sets of data points using neighborhood construction algorithms has gained high significance in various fields. In the area of data mining, a main focus of research has been on locating neighborhood construction algorithms. With their high accuracy level in locating highly similar data points and efficient geometric structures, geometric methods have attracted the attention of the scholars since they both reduce time complexities of neighborhood construction and increase grouping accuracy of similar data sets. Due to the significance of the mentioned challenges in data point analysis, geometric method was used in the present study in which Apollonius circle was used to locally extract the concerned target points on the data. In the proposed method, the researchers have no previous knowledge about the data, and having located the similar data sets by the use of Apollonius circle, the direct/indirect relationships inside the circles are studied to boost accuracy in locating neighborhood among the points. The proposed method using Apollonius geometric and subtended arc methods have higher efficiency than the new algorithms on the majority of real data sets.
机译:随着最近信息量的快速增长,使用邻域构造算法对相似和相关数据集进行局部识别在各个领域都具有重要意义。在数据挖掘领域,研究的主要重点一直放在定位邻域构建算法上。由于其在定位高度相似的数据点时具有很高的准确度,并且具有有效的几何结构,因此它们降低了邻域构建的时间复杂度并提高了相似数据集的分组精度,因此引起了学者的关注。由于上述挑战在数据点分析中的重要性,因此在本研究中使用几何方法,其中使用Apollonius圆局部提取数据上的相关目标点。在提出的方法中,研究人员没有关于数据的先前知识,并且已经通过使用Apollonius圆定位了相似的数据集,研究了圆内部的直接/间接关系以提高定位点之间邻域的准确性。在大多数实际数据集上,使用Apollonius几何方法和对向弧方法的拟议方法比新算法具有更高的效率。

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