A Primer of Multivariate Statistics
Book Details
Format
Hardback or Cased Book
ISBN-10
0805832106
ISBN-13
9780805832105
Publisher
Taylor & Francis Inc
Imprint
Psychology Press
Country of Manufacture
US
Country of Publication
GB
Publication Date
May 1st, 2001
Print length
636 Pages
Weight
1,270 grams
Product Classification:
Probability & statisticsApplied mathematics
Ksh 27,900.00
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This text is intended to give students a thorough grounding in multivariate stats, including multiple regression, MANOVA, canonical correlation, factor analysis, and related topics. Previously published by HB/AP.
Drawing upon more than 30 years of experience in working with statistics, Dr. Richard J. Harris has updated A Primer of Multivariate Statistics to provide a model of balance between how-to and why. This classic text covers multivariate techniques with a taste of latent variable approaches. Throughout the book there is a focus on the importance of describing and testing one''s interpretations of the emergent variables that are produced by multivariate analysis.
This edition retains its conversational writing style while focusing on classical techniques. The book gives the reader a feel for why one should consider diving into more detailed treatments of computer-modeling and latent-variable techniques, such as non-recursive path analysis, confirmatory factor analysis, and hierarchical linear modeling. Throughout the book there is a focus on the importance of describing and testing one''s interpretations of the emergent variables that are produced by multivariate analysis.
This edition retains its conversational writing style while focusing on classical techniques. The book gives the reader a feel for why one should consider diving into more detailed treatments of computer-modeling and latent-variable techniques, such as non-recursive path analysis, confirmatory factor analysis, and hierarchical linear modeling. Throughout the book there is a focus on the importance of describing and testing one''s interpretations of the emergent variables that are produced by multivariate analysis.
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