期刊论文详细信息
BMC Bioinformatics
Automated multigroup outlier identification in molecular high-throughput data using bagplots and gemplots
Methodology Article
Klaus Jung1  Jochen Kruppa1 
[1] Institute for Animal Breeding and Genetics, University of Veterinary Medicine Hannover, Foundation, Bünteweg 17p, D-30559, Hannover, Germany;
关键词: Bagplot;    Gemplot;    High-dimensional data;    Outlier;    Principal component analysis;   
DOI  :  10.1186/s12859-017-1645-5
 received in 2016-11-01, accepted in 2017-04-25,  发布年份 2017
来源: Springer
PDF
【 摘 要 】

BackgroundAnalyses of molecular high-throughput data often lack in robustness, i.e. results are very sensitive to the addition or removal of a single observation. Therefore, the identification of extreme observations is an important step of quality control before doing further data analysis. Standard outlier detection methods for univariate data are however not applicable, since the considered data are high-dimensional, i.e. multiple hundreds or thousands of features are observed in small samples. Usually, outliers in high-dimensional data are solely detected by visual inspection of a graphical representation of the data by the analyst. Typical graphical representation for high-dimensional data are hierarchical cluster tree or principal component plots. Pure visual approaches depend, however, on the individual judgement of the analyst and are hard to automate. Existing methods for automated outlier detection are only dedicated to data of a single experimental groups.ResultsIn this work we propose to use bagplots, the 2-dimensional extension of the boxplot, to automatically identify outliers in the subspace of the first two principal components of the data. Furthermore, we present for the first time the gemplot, the 3-dimensional extension of boxplot and bagplot, which can be used in the subspace of the first three principal components. Bagplot and gemplot surround the regular observations with convex hulls and observations outside these hulls are regarded as outliers. The convex hulls are determined separately for the observations of each experimental group while the observations of all groups can be displayed in the same subspace of principal components. We demonstrate the usefulness of this approach on multiple sets of artificial data as well as one set of gene expression data from a next-generation sequencing experiment, and compare the new method to other common approaches. Furthermore, we provide an implementation of the gemplot in the package ‘gemPlot’ for the R programming environment.ConclusionsBagplots and gemplots in subspaces of principal components are useful for automated and objective outlier identification in high-dimensional data from molecular high-throughput experiments. A clear advantage over other methods is that multiple experimental groups can be displayed in the same figure although outlier detection is performed for each individual group.

【 授权许可】

CC BY   
© The Author(s) 2017

【 预 览 】
附件列表
Files Size Format View
RO202311090611739ZK.pdf 1210KB PDF download
12864_2017_4269_Article_IEq7.gif 1KB Image download
12864_2016_2821_Article_IEq12.gif 1KB Image download
12880_2015_Article_68_TeX2GIF_IEq1.gif 1KB Image download
12864_2016_2682_Article_IEq33.gif 1KB Image download
12864_2017_3785_Article_IEq1.gif 1KB Image download
12880_2015_Article_68_TeX2GIF_IEq4.gif 1KB Image download
12864_2017_3601_Article_IEq1.gif 1KB Image download
12864_2017_3487_Article_IEq3.gif 1KB Image download
12864_2017_3655_Article_IEq18.gif 1KB Image download
12864_2016_3440_Article_IEq24.gif 1KB Image download
12864_2015_2198_Article_IEq30.gif 1KB Image download
【 图 表 】

12864_2015_2198_Article_IEq30.gif

12864_2016_3440_Article_IEq24.gif

12864_2017_3655_Article_IEq18.gif

12864_2017_3487_Article_IEq3.gif

12864_2017_3601_Article_IEq1.gif

12880_2015_Article_68_TeX2GIF_IEq4.gif

12864_2017_3785_Article_IEq1.gif

12864_2016_2682_Article_IEq33.gif

12880_2015_Article_68_TeX2GIF_IEq1.gif

12864_2016_2821_Article_IEq12.gif

12864_2017_4269_Article_IEq7.gif

【 参考文献 】
  • [1]
  • [2]
  • [3]
  • [4]
  • [5]
  • [6]
  • [7]
  • [8]
  • [9]
  • [10]
  • [11]
  • [12]
  • [13]
  • [14]
  • [15]
  • [16]
  • [17]
  • [18]
  • [19]
  • [20]
  • [21]
  • [22]
  • [23]
  • [24]
  • [25]
  • [26]
  • [27]
  • [28]
  • [29]
  • [30]
  • [31]
  • [32]
  • [33]
  • [34]
  • [35]
  • [36]
  • [37]
  • [38]
  • [39]
  • [40]
  • [41]
  • [42]
  • [43]
  • [44]
  • [45]
  • [46]
  • [47]
  • [48]
  • [49]
  • [50]
  文献评价指标  
  下载次数:0次 浏览次数:0次