Nonlinear Multivariate Analysis (Wiley Series in Probability and Statistics)

Nonlinear Multivariate Analysis by Albert Gifi, published by Wiley in July 1990, is a comprehensive resource that explores multivariate analysis techniques applicable to statistical data across various measurement levels, including nominal, ordinal, and interval. This edition spans 602 pages and provides an in-depth examination of methods for assessing the stability of these techniques, incorporating resampling methods such as bootstrap and jackknife, as well as sensitivity analysis through first-order approximations.
Readers will find a detailed discussion of the alternating least squares algorithm as a general model, along with significant special cases. The book covers a range of techniques, including correspondence analysis, principal components analysis, and canonical correlation analysis, while also addressing various ordination methods. Historical overviews, theoretical results, and algorithmic efficiency are included, with a focus on graphical displays and the nonlinear transformation of variables to enhance data visualization.
Official synopsis Publisher
Presents a system of multivariate analysis techniques in cases where statistical data may be of different measurement levels such as nominal, ordinal or interval. It covers methods of studying the stability of these techniques, including resampling by the bootstrap and jackknife and discusses sensitivity analysis through first-order approximations. The alternating least squares algorithm is used as a general model and treated in detail for the most important special cases. Among techniques covered are correspondence analysis, principal components analysis, canonical correlation analysis and various ordination techniques. The exposition also includes historical overviews, basic theoretical results, algorithmic efficiency and applications. Emphasis is placed on graphical display and nonlinear transformation of variables is used to obtain simple displays.
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