Description

Book Synopsis
This book addresses the most efficient methods of pattern analysis using wavelet decomposition. Readers will learn to analyze data in order to emphasize the differences between closely related patterns and then categorize them in a way that is useful to system users.

Trade Review
"...provides a valuable summary of data reduction." (Technometrics, May 2002)

"...effectively describes and summarizes an emerging new field, namely, scientific data modeling and analysis." (Mathematical Reviews, 2003h)

Table of Contents
Preface.

Acknowledgments.

INTRODUCTION.

Pattern Analysis as Data Reduction.

Vector Spaces and Linear Transformations.

OPTIMAL ORTHOGONAL PATTERN REPRESENTATIONS.

The Karhunen-Loève Expansion.

Additional Theory, Algorithms and Applications.

TIME, FREQUENCY AND SCALE ANALYSIS.

Fourier Analysis.

Wavelet Expansions.

ADAPTIVE NONLINEAR MAPPINGS.

Radial Basis Functions.

Neural Networks.

Nonlinear Reduction Architectures.

Appendix A Mathemetical Preliminaries.

References.

Index.

Geometric Data Analysis An Empirical Approach to

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    A Hardback by Michael Kirby

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      View other formats and editions of Geometric Data Analysis An Empirical Approach to by Michael Kirby

      Publisher: John Wiley & Sons Inc
      Publication Date: 29/01/2001
      ISBN13: 9780471239291, 978-0471239291
      ISBN10: 0471239291

      Description

      Book Synopsis
      This book addresses the most efficient methods of pattern analysis using wavelet decomposition. Readers will learn to analyze data in order to emphasize the differences between closely related patterns and then categorize them in a way that is useful to system users.

      Trade Review
      "...provides a valuable summary of data reduction." (Technometrics, May 2002)

      "...effectively describes and summarizes an emerging new field, namely, scientific data modeling and analysis." (Mathematical Reviews, 2003h)

      Table of Contents
      Preface.

      Acknowledgments.

      INTRODUCTION.

      Pattern Analysis as Data Reduction.

      Vector Spaces and Linear Transformations.

      OPTIMAL ORTHOGONAL PATTERN REPRESENTATIONS.

      The Karhunen-Loève Expansion.

      Additional Theory, Algorithms and Applications.

      TIME, FREQUENCY AND SCALE ANALYSIS.

      Fourier Analysis.

      Wavelet Expansions.

      ADAPTIVE NONLINEAR MAPPINGS.

      Radial Basis Functions.

      Neural Networks.

      Nonlinear Reduction Architectures.

      Appendix A Mathemetical Preliminaries.

      References.

      Index.

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