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Arnold, a member of the Hodder Headline group, Publisher of Kendall's Library of Statistics.

Kendall’s Library of Statistics 1, Multivariate Analysis Part 1: Distributions, Ordination and Inference

Wojtek Krzanowski, Professor of Statistics, University of Exeter, UK
Francis H C Marriott, Department of Statistics, University of Oxford, UK.

Kendall’s Library of Statistics 1, Multivariate Analysis Part 1: Distributions, Ordination and Inference

Published: 1994, Hardback, 288pp, ISBN: 0340 593261, Price: £46.99

Reviews:

'I enjoyed reading this book and highly recommend it.' Technometrics

'Very clear and well-written...Comprehensive and topical exposition of multivariate analysis...Highly recommended.' Mathematics Today

'Every author would be honored to be asked to update Kendall's Advanced Theory of Statistics ... covering an enormous amount of material, it is a pleasure to read ... a huge number of pertinent references ... an invaluable bibliography.' Journal of Classification

'A comprehensive and topical exposition of multivariate analysis...Highly recommended.' Journal de Chirurgie

Key Features:

  • Focuses on the fundamental techniques of multivariate analysis
  • Includes a comprehensive chapter on distribution theory
  • Readable and user-friendly presentation.

Description:

As a common and important statistical technique, multivariate analysis has applications in a wide range of fields of study including subjects as diverse as biology and linguistics. This book is the first in a two-volume overview which provides comprehensive coverage of all the available techniques for analysing data in this form.

This volume on distributions, ordination and inference, concentrates on what might be termed the 'basic' techniques. The treatment is up-to-date and covers topics not normally found in general purpose texts. While full technical details are supplied, the emphasis throughout is on a readable and 'user-friendly' presentation with ample use of illustrative exercises.

The companion volume, Part 2, concentrates on the more specialised techniques that follow on from the basic theory.

Readership:

Graduate statisticians and researchers.

Contents:

Preface
1. Introduction
2. Multivariate distributions
3. Initial data analysis
4. Projections and linear transformations
5. Distance methods and ordination
6. Inference: estimations and hypothesis testing
7. Multivariate linear models
8. Non-linear methods
Appendix A: Normal theory sampling distributions
References
Author index
Subject index

 

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