FRINK Linked Data Fragments server

Matches in SemOpenAlex for { <https://semopenalex.org/work/W2015347877> ?p ?o ?g. }

• W2015347877 endingPage "3" @default.
• W2015347877 startingPage "3" @default.
• W2015347877 abstract "In the issue of Biometrics (Vol. 20, part 2) dedicated to the memory of Ronald Aylmer Fisher I reviewed the contributions by Fisher and some of the salient features of research work done in multivariate analysis up to 1964. Fisher's contributions as well as the related methodology developed by Wilks ([1932; 1946]-likelihood ratio criteria for testing multivariate hypotheses), Bartlett ([1947; 1951]-decomposition of Wilks's criteria for testing different aspects of a null hypothesis), Rao ([1946; 1948]-analysis of dispersion' as a generalization of the univariate analysis of variance, and tests for additional information supplied by a subset or functions of measurements), and Williams ([1952a; 19591-residual canonical correlations in testing goodness of fit of specified discriminants) may be described as a study of association between two sets of variables. One set is called predictor and another set, criterion variables. Some of the variables may be hypothetical (unobservable), and others may have values on a dummy or interval scale. I have indicated in Rao [1960] how various multivariate methods such as regression, canonical correlations, analysis of dispersion and canonical analysis, discriminant function, factor and latent structure analyses, treatment of contingency tables etc., can be classified by the nature of predictor and criterion variables. However, the classification provides only a suitable framework for the discussion of different problems but does not imply that the statistical methods appropriate for one problem can be simply deduced from those of another. Since 1964 considerable progress has been made in several directions of the work initiated by Fisher. Exact distributions have been found of several likelihood ratio criteria and of roots of determinantal equations involving random matrices which arise in multivariate statistical analysis and in some problems of physics. Further progress has been made in testing goodness of fit of assigned discriminant functions. The theory and construction of discriminant functions for deciding between composite hypotheses (involving nuisance parameters) has been developed. A satisfactory" @default.
• W2015347877 created "2016-06-24" @default.
• W2015347877 creator A5066134934 @default.
• W2015347877 date "1972-03-01" @default.
• W2015347877 modified "2023-09-26" @default.
• W2015347877 title "Recent Trends of Research Work in Multivariate Analysis" @default.
• W2015347877 cites W1485741443 @default.
• W2015347877 cites W149585942 @default.
• W2015347877 cites W1541153235 @default.
• W2015347877 cites W1592831460 @default.
• W2015347877 cites W1964559147 @default.
• W2015347877 cites W1965065478 @default.
• W2015347877 cites W1971077067 @default.
• W2015347877 cites W1972337487 @default.
• W2015347877 cites W1973192023 @default.
• W2015347877 cites W1974637548 @default.
• W2015347877 cites W1978648601 @default.
• W2015347877 cites W1979249873 @default.
• W2015347877 cites W1979997998 @default.
• W2015347877 cites W1988594847 @default.
• W2015347877 cites W1991026353 @default.
• W2015347877 cites W1993436046 @default.
• W2015347877 cites W1993639214 @default.
• W2015347877 cites W1994670601 @default.
• W2015347877 cites W1997319636 @default.
• W2015347877 cites W1998005104 @default.
• W2015347877 cites W2001414066 @default.
• W2015347877 cites W2002567356 @default.
• W2015347877 cites W2005961359 @default.
• W2015347877 cites W2006579727 @default.
• W2015347877 cites W2027684435 @default.
• W2015347877 cites W2030127857 @default.
• W2015347877 cites W2033371395 @default.
• W2015347877 cites W2034562813 @default.
• W2015347877 cites W2036279918 @default.
• W2015347877 cites W2043708229 @default.
• W2015347877 cites W2047381627 @default.
• W2015347877 cites W2050583934 @default.
• W2015347877 cites W2055317087 @default.
• W2015347877 cites W2059025091 @default.
• W2015347877 cites W2059970779 @default.
• W2015347877 cites W2060380674 @default.
• W2015347877 cites W2068699019 @default.
• W2015347877 cites W2071489416 @default.
• W2015347877 cites W2074564580 @default.
• W2015347877 cites W2075384682 @default.
• W2015347877 cites W2075433952 @default.
• W2015347877 cites W2075691011 @default.
• W2015347877 cites W2080648930 @default.
• W2015347877 cites W2086878253 @default.
• W2015347877 cites W2089465933 @default.
• W2015347877 cites W2090903799 @default.
• W2015347877 cites W2097840610 @default.
• W2015347877 cites W2109830302 @default.
• W2015347877 cites W2113553321 @default.
• W2015347877 cites W2116879114 @default.
• W2015347877 cites W2140101900 @default.
• W2015347877 cites W2147243899 @default.
• W2015347877 cites W2152825437 @default.
• W2015347877 cites W2169371330 @default.
• W2015347877 cites W2213522367 @default.
• W2015347877 cites W2312447683 @default.
• W2015347877 cites W2312474531 @default.
• W2015347877 cites W2313048332 @default.
• W2015347877 cites W2315172215 @default.
• W2015347877 cites W2323312366 @default.
• W2015347877 cites W2331094248 @default.
• W2015347877 cites W2333938294 @default.
• W2015347877 cites W2334544870 @default.
• W2015347877 cites W2403035479 @default.
• W2015347877 cites W2438777446 @default.
• W2015347877 cites W2501343039 @default.
• W2015347877 cites W2608317110 @default.
• W2015347877 cites W2620920936 @default.
• W2015347877 cites W2625938820 @default.
• W2015347877 cites W2626390583 @default.
• W2015347877 cites W2735605735 @default.
• W2015347877 cites W2745692361 @default.
• W2015347877 cites W2781316113 @default.
• W2015347877 cites W2795873946 @default.
• W2015347877 cites W2800495218 @default.
• W2015347877 cites W2903885506 @default.
• W2015347877 cites W2904035438 @default.
• W2015347877 cites W599464171 @default.
• W2015347877 doi "https://doi.org/10.2307/2528958" @default.
• W2015347877 hasPublicationYear "1972" @default.
• W2015347877 type Work @default.
• W2015347877 sameAs 2015347877 @default.
• W2015347877 citedByCount "22" @default.
• W2015347877 crossrefType "journal-article" @default.
• W2015347877 hasAuthorship W2015347877A5066134934 @default.
• W2015347877 hasConcept C105795698 @default.
• W2015347877 hasConcept C119857082 @default.
• W2015347877 hasConcept C127413603 @default.
• W2015347877 hasConcept C149782125 @default.
• W2015347877 hasConcept C161584116 @default.
• W2015347877 hasConcept C18762648 @default.
• W2015347877 hasConcept C2522767166 @default.

• next