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題名 多變量主要成分分析之原理及應用
作者 李綸步
貢獻者 祁富生
李綸步
日期 1986
上傳時間 5-May-2016 15:55:12 (UTC+8)
參考文獻 參考書目
     中文部份:
     1.林清山著，多變項分析統計法(台北:東華書局，民國六十九年四月初版)，頁289~325。
     2.何瑞坤著，計量經濟學之原理及其應用(台北:聯經出版事業公司，民國六十九年二版)，頁138~145。
     
     外文部份:
     1.Anderson, T.W. "Asymptotic Theory for Principal component analysis ". Annals of mathematical Statistics, 34 ( 1963 ) p.l22~148.
     2. Anderson, T. W. An introduction to multivariate Statistical analysis. (New York; John wiley 1958) p. 272~287.
     3. Bartlett. R.S., "A note on the multiplying factors for various ?x ?^2 approximations " Journal of the Royal Statistical Society (B) 16 ( 1954) p.296~298.
     4. Chatfield C and Collins. A. J, Introduction to multivariate analysis, ( 1980) p.57~79.
     5. Harris. R. J ., A primer of multivariate Statistics, ( Acamedic Press, 1975 ) p.155~204 .
     6. Jolliffe. I.T.," Discarding variables in a principal component analysis I: Artificial Data" , Apply statistics 21 (1972) p.160~173.
     7. Jolliffe I.T., "Discarding variables in a principal component analysis II: Real Data" Apply statistics 22 ( 1973) p. 21~31.
     8. Johnson R. A. and Wichern D. W. Applied Multivariate Statistical Analysis, (New Jersey, Prentice- Hall Inc. 1982 ). p.141~145, p. 361~400.
     9. Kshirsagar A.M, Multivariate Analysis ( 1972) p. 424~468.
     10. Karson M. J. Multivariate Statistical Method (1982) p. 191~224.
     11. Krishnaiah p.P. Multivariate Analysis-II (1969) p. 205~217.
     12. Khatri S, An introduction to Multivariate Statistics, (1979) p .272~297.
     13. Lawley, D. N. "On testing a set of correlation coefficient for equal" Annal of mathematical Statistics 34 (1963) p.149~151.
     14. Muirhead R. J. Aspects of Multivariate Statistical Theory. ( 1982) p. 144~151. p.333~336. p.380 ~ 428.
     15. Mardia, K.V, Kent J. T. and BIBBy J.M. Multivariate Analysis, (1979) p.213 ~ 254 .
     16. Morrison D. F, Multivariate Statical Method. (1967) p.221~ 258.
     17. Mansfield E.R, Webster J, T. and Gunst R. F. "An Analysis variable selection technique for principal component reqression" Apply Statistics 26. No:1, p.34 ~ 40.
     18. Over J.E and Klett C. J. Applied Multivariate Analysis ( New York: McGram-Hill compuny,1972) p. 57 ~ 86.
     19. Rao. C.R " The use and interpretation of principal component analysis in applied research". Sanhkya A26 ( 1964) p. 329 ~ 358.
     20. Scheid. F. Theory and Problems of Numerical Analysis. (New York McGram-Hill company 1968 ) p.350 ~ 352.
     21. Tatsuoka. M. M. Multivariate Analysis : Techniques for eductional and psychological research.( 1971), p. 269 ~ 275.
描述 碩士
國立政治大學
統計學系
資料來源 http://thesis.lib.nccu.edu.tw/record/#B2002006688
資料類型 thesis
dc.contributor.advisor 祁富生zh_TW
dc.contributor.author (Authors) 李綸步zh_TW
dc.creator (作者) 李綸步zh_TW
dc.date (日期) 1986en_US
dc.date.accessioned 5-May-2016 15:55:12 (UTC+8)-
dc.date.available 5-May-2016 15:55:12 (UTC+8)-
dc.date.issued (上傳時間) 5-May-2016 15:55:12 (UTC+8)-
dc.identifier (Other Identifiers) B2002006688en_US
dc.identifier.uri (URI) http://nccur.lib.nccu.edu.tw/handle/140.119/91720-
dc.description (描述) 碩士zh_TW
dc.description (描述) 國立政治大學zh_TW
dc.description (描述) 統計學系zh_TW
dc.description.tableofcontents 目錄
     第一章 導論
     第一節 研究動機與目的………1
     第二節 研究範圍………1
     第三節 研究方法與資料來源………1
     第四節 本研究之結構………1
     第二章 多變量主要成分分析之原理………3
     第一節 概論………3
     第二節 多變量主要成分之導出………4
     第三節 多變量主要成分之各種性質與特性………8
     第四節 多變量主要成分之最概推定量………19
     第五節 多變量主要成分分析對所選取成分之檢定………33
     第六節 多變量主要成分迴歸………59
     第三章 多變量主要成分之選取及計算方法………63
     第一節 反覆解法之理論基礎………63
     第二節 賀德臨(Hotelling)之反覆解法………68
     第三節 乘方法(Power)求特徵值與特徵向量………78
     第四章 實例研究－台灣地區國民所得之分析………85
     第一節 國民所得之意義及內容………85
     第二節 國民所得分析－以多變量主要成分分析之方法作研究………86
     第三節 綜合分析………102
     第五章 結論………105
     附錄………109
     參考書目………131		zh_TW
dc.source.uri (資料來源) http://thesis.lib.nccu.edu.tw/record/#B2002006688en_US
dc.title (題名) 多變量主要成分分析之原理及應用zh_TW
dc.type (資料類型) thesisen_US
dc.relation.reference (參考文獻) 參考書目
     中文部份:
     1.林清山著，多變項分析統計法(台北:東華書局，民國六十九年四月初版)，頁289~325。
     2.何瑞坤著，計量經濟學之原理及其應用(台北:聯經出版事業公司，民國六十九年二版)，頁138~145。
     
     外文部份:
     1.Anderson, T.W. "Asymptotic Theory for Principal component analysis ". Annals of mathematical Statistics, 34 ( 1963 ) p.l22~148.
     2. Anderson, T. W. An introduction to multivariate Statistical analysis. (New York; John wiley 1958) p. 272~287.
     3. Bartlett. R.S., "A note on the multiplying factors for various ?x ?^2 approximations " Journal of the Royal Statistical Society (B) 16 ( 1954) p.296~298.
     4. Chatfield C and Collins. A. J, Introduction to multivariate analysis, ( 1980) p.57~79.
     5. Harris. R. J ., A primer of multivariate Statistics, ( Acamedic Press, 1975 ) p.155~204 .
     6. Jolliffe. I.T.," Discarding variables in a principal component analysis I: Artificial Data" , Apply statistics 21 (1972) p.160~173.
     7. Jolliffe I.T., "Discarding variables in a principal component analysis II: Real Data" Apply statistics 22 ( 1973) p. 21~31.
     8. Johnson R. A. and Wichern D. W. Applied Multivariate Statistical Analysis, (New Jersey, Prentice- Hall Inc. 1982 ). p.141~145, p. 361~400.
     9. Kshirsagar A.M, Multivariate Analysis ( 1972) p. 424~468.
     10. Karson M. J. Multivariate Statistical Method (1982) p. 191~224.
     11. Krishnaiah p.P. Multivariate Analysis-II (1969) p. 205~217.
     12. Khatri S, An introduction to Multivariate Statistics, (1979) p .272~297.
     13. Lawley, D. N. "On testing a set of correlation coefficient for equal" Annal of mathematical Statistics 34 (1963) p.149~151.
     14. Muirhead R. J. Aspects of Multivariate Statistical Theory. ( 1982) p. 144~151. p.333~336. p.380 ~ 428.
     15. Mardia, K.V, Kent J. T. and BIBBy J.M. Multivariate Analysis, (1979) p.213 ~ 254 .
     16. Morrison D. F, Multivariate Statical Method. (1967) p.221~ 258.
     17. Mansfield E.R, Webster J, T. and Gunst R. F. "An Analysis variable selection technique for principal component reqression" Apply Statistics 26. No:1, p.34 ~ 40.
     18. Over J.E and Klett C. J. Applied Multivariate Analysis ( New York: McGram-Hill compuny,1972) p. 57 ~ 86.
     19. Rao. C.R " The use and interpretation of principal component analysis in applied research". Sanhkya A26 ( 1964) p. 329 ~ 358.
     20. Scheid. F. Theory and Problems of Numerical Analysis. (New York McGram-Hill company 1968 ) p.350 ~ 352.
     21. Tatsuoka. M. M. Multivariate Analysis : Techniques for eductional and psychological research.( 1971), p. 269 ~ 275.		zh_TW