Details

Title An Introduction to Envelopes – Dimension Reduction for Efficient Estimation in Multivariate Statistics
Author Cook, R. Dennis
Binding Hardback
Condition New
Pages 320
Volumes 1
Language ENG
Publisher John Wiley & Sons Inc
Publication date 2018
Illustrated Yes
Features Bibliography, Illustrated, Index
Bookseller's Inventory # __1119422930
ISBN 9781119422938 / 1119422930
Weight 1.4 lbs (0.64 kg)
Dimensions 9.1 x 6.2 x 0.8 in (23.11 x 15.75 x 2.03 cm)
Category Mathematics
Library of Congress subjects Multivariate analysis, Dimension reduction (Statistics)
Library of Congress Catalogue Number 2018023695
Dewey Decimal Code 519.535
Quantity available 1

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From the publisher

Written by the leading expert in the field, this text reviews the major new developments in envelope models and methods

An Introduction to Envelopes provides an overview of the theory and methods of envelopes, a class of procedures for increasing efficiency in multivariate analyses without altering traditional objectives. The author offers a balance between foundations and methodology by integrating illustrative examples that show how envelopes can be used in practice. He discusses how to use envelopes to target selected coefficients and explores predictor envelopes and their connection with partial least squares regression. The book reveals the potential for envelope methodology to improve estimation of a multivariate mean.

The text also includes information on how envelopes can be used in generalized linear models, regressions with a matrix-valued response, and reviews work on sparse and Bayesian response envelopes. In addition, the text explores relationships between envelopes and other dimension reduction methods, including canonical correlations, reduced-rank regression, supervised singular value decomposition, sufficient dimension reduction, principal components, and principal fitted components. This important resource:

- Offers a text written by the leading expert in this field

- Describes groundbreaking work that puts the focus on this burgeoning area of study

- Covers the important new developments in the field and highlights the most important directions

- Discusses the underlying mathematics and linear algebra

- Includes an online companion site with both R and Matlab support

Written for researchers and graduate students in multivariate analysis and dimension reduction, as well as practitioners interested in statistical methodology, An Introduction to Envelopes offers the first book on the theory and methods of envelopes.

From the rear cover

WRITTEN BY THE LEADING EXPERT IN THE FIELD, THIS TEXT REVIEWS THE MAJOR NEW DEVELOPMENTS IN ENVELOPE MODELS AND METHODS

An Introduction to Envelopes provides an overview of the theory and methods of envelopes, a class of procedures for increasing efficiency in multivariate analyses without altering traditional objectives. The author offers a balance between foundations and methodology by integrating illustrative examples that show how envelopes can be used in practice. He discusses how to use envelopes to target selected coefficients and explores predictor envelopes and their connection with partial least squares regression. The book reveals the potential for envelope methodology to improve estimation of a multivariate mean.

The text also includes information on how envelopes can be used in generalized linear models, regressions with a matrix-valued response, and reviews work on sparse and Bayesian response envelopes. In addition, the text explores relationships between envelopes and other dimension reduction methods, including canonical correlations, reduced-rank regression, supervised singular value decomposition, sufficient dimension reduction, principal components, and principal fitted components. This important resource:

Offers a text written by the leading expert in this field
Describes groundbreaking work that puts the focus on this burgeoning area of study
Covers the important new developments in the field and highlights the most important directions
Discusses the underlying mathematics and linear algebra
Includes an online companion site with both R and Matlab support

Written for researchers and graduate students in multivariate analysis and dimension reduction, as well as practitioners interested in statistical methodology, An Introduction to Envelopes offers the first book on the theory and methods of envelopes.

About the author

R. DENNIS COOK, PHD, is Full Professor, School of Statistics, University of Minnesota. He served as Director of the School of Statistics, Chair of the Department of Applied Statistics, and as Director of the Statistical Center, all at the University of Minnesota. He is Fellow of the American Statistical Association and the Institute of Mathematical Statistics. His research areas include dimension reduction, linear and nonlinear regression, experimental design, statistical diagnostics, statistical graphics, and population genetics.

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