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Improved approximation algorithm for maximal information coefficient

机译:最大信息系数的改进近似算法

摘要

A novel statistical maximal information coefficient (MIC) that can detect the nonlinear relationships in large data sets was proposed by Reshef et al. (2011), with emphasis being placed on the equitability, which is a very important concept in data exploration. In this paper, an improved algorithm for approximation of the MIC (IAMIC) is proposed for the development of the equitability. Based on quadratic optimization processes, the IAMIC can search for a more optimal partition on the y-axis rather than use that which was obtained simply through the equipartition of the y-axis, to enable it to come closer to the true value of the MIC. It has been proved that the IAMIC can search for a local optimal value while using a lower number of iterations. It has also been shown that the IAMIC provides higher accuracy and a more acceptable run-time, based on both a mathematical proof and the results of simulations.
机译:Reshef等人提出了一种新颖的统计最大信息系数(MIC),它可以检测大数据集中的非线性关系。 (2011年),重点放在公平性上,这是数据探索中非常重要的概念。本文提出了一种改进的MIC逼近算法(IAMIC),以发展公平性。基于二次优化过程,IAMIC可以在y轴上搜索更理想的分区,而不是使用仅通过y轴的均分获得的分区,以使其更接近MIC的真实值。 。已经证明,IAMIC可以使用较少的迭代次数来搜索局部最优值。还已经表明,基于数学证明和仿真结果,IAMIC可以提供更高的精度和更可接受的运行时间。

著录项

  • 作者

    Wang S; Zhao Y; Shu Y; Shi W;

  • 作者单位
  • 年度 2017
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类

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