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The Estimation of Correlation Matrix from Data Having Missing Values. Kaiser, Javaid [microform]
The Estimation of Correlation Matrix from Data Having Missing Values. : Kaiser, Javaid - [...
The Estimation of Correlation Matrix from Data Having Missing Values. Kaiser, Javaid [microform]

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자료유형  
 마이크로피시
언어부호  
본문언어 - English
청구기호  
370.78 E68
    서명/저자  
    The Estimation of Correlation Matrix from Data Having Missing Values. : Kaiser, Javaid - [microform]
    발행사항  
    U.S.; VirginiaM : , Aug 94
      형태사항  
      19; 1
      총서명  
      ERIC Reports
      주기사항  
      19p.; Paper presented at the Islamic Countries Conference on Statistical Sciences (4th, Lahore, Pakistan, August 27-31, 1994).
      초록/해제  
      요약A Monte Carlo study was conducted to compare the efficiency of Listwise deletion, Pairwise deletion, Allvalue, and Samemean methods in estimating the correlation matrix from data that had randomly occurring missing values. The four methods were compared in a 3x3x4 factorial design representing sample size, proportion of incomplete records in the sample, and the number of missing values per record. Each sample represented an N x 8 data matrix. The Pairwise method was found best in estimating the correlation matrix under all experimental conditions except when the incomplete records had 50 of values missing. In this condition, Listwise deletion was considered a better choice. Allvalue and Samemean methods performed exactly the same way under all experimental conditions, but were found less efficient than the Pairwise method. One table, three figures. (Contains 12 references.) (Au
      복제주기  
      Microfiche. . Springfield, VA : ERIC Document Reproduction Service. . microfiches ; 11×15 cm.
      일반주제명  
      키워드  
      기타저자  

      MARC

       008980928s1994        us            b          000  0  eng  d
      ■0010000452537
      ■001PCUL00365628
      ■002ED380473
      ■00520020812091724
      ■007heuumu---buua
      ■008980928s1994        us            b          000  0  eng  d
      ■040    ▼apcul
      ■0410  ▼aEnglish
      ■090    ▼a370.78▼bE68
      ■24500▼aThe  Estimation  of  Correlation  Matrix  from  Data  Having  Missing  Values.▼cKaiser,  Javaid▼h[microform]
      ■260    ▼aU.S.;  VirginiaM▼cAug  94
      ■300    ▼a19;  1
      ■440  0▼aERIC  Reports
      ■500    ▼a19p.;  Paper  presented  at  the  Islamic  Countries  Conference  on  Statistical  Sciences  (4th,  Lahore,  Pakistan,  August  27-31,  1994).
      ■520    ▼aA  Monte  Carlo  study  was  conducted  to  compare  the  efficiency  of  Listwise  deletion,  Pairwise  deletion,  Allvalue,  and  Samemean  methods  in  estimating  the  correlation  matrix  from  data  that  had  randomly  occurring  missing  values.  The  four  methods  were  compared  in  a  3x3x4  factorial  design  representing  sample  size,  proportion  of  incomplete  records  in  the  sample,  and  the  number  of  missing  values  per  record.  Each  sample  represented  an  N  x  8  data  matrix.  The  Pairwise  method  was  found  best  in  estimating  the  correlation  matrix  under  all  experimental  conditions  except  when  the  incomplete  records  had  50  of  values  missing.  In  this  condition,  Listwise  deletion  was  considered  a  better  choice.  Allvalue  and  Samemean  methods  performed  exactly  the  same  way  under  all  experimental  conditions,  but  were  found  less  efficient  than  the  Pairwise  method.  One  table,  three  figures.  (Contains  12  references.)  (Au
      ■533    ▼aMicrofiche.▼bSpringfield,  VA▼cERIC  Document  Reproduction  Service.▼emicrofiches  ;  11×15  cm.
      ■650  4▼xEducation
      ■653    ▼aComparative  Analysis▼aCorrelation▼aEstimation  (Mathematics)▼aMatrices▼aMonte  Carlo  Methods▼aResearch  Methodology▼aSample  Size▼aStatistical  Analysis▼aMissing  Data
      ■7001  ▼aKaiser,  Javaid
      ■999    ▼a150;  143

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