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1: Quotient Space

      13  Appendix 2: The Transpose (or Dual) of a Linear Operator

      14  Appendix 3: Uniform, Strong and Weak Convergence

      15  References

      16  Index

      17  End User License Agreement

      Guide

      1  Cover

      2  Table of Contents

      3  Dedication

      4  Title Page

      5  Copyright

      6  Preface

      7  Begin Reading

      8  Index

      9  End User License Agreement

      List of Illustrations

      1 Chapter 1Figure 1.1. Parallelogram law in ℝ2: The sum of the squares of the two diagonal ...Figure 1.2. Orthogonal projection and diagonal projections and of a vector in...Figure 1.3. Visualization of property 2 in ℝ2. For a color version of this figur...Figure 1.4. Orthogonal projection p of a vector in ℝ3 onto the plane produced by...Figure 1.5. Illustration of the second step in the Gram-Schmidt orthonormalizati...

      2 Chapter 2Figure 2.1. Hm for m = 1, N = 16Figure 2.2. Hm for m = 2, N = 16Figure 2.3. Filtering approach in the Fourier domainFigure 2.4. Difference between the sine functions representing the spectrum valu...Figure 2.5. The two coordinates of a pixel, n1 n2, in a digital image (image sou...Figure 2.6. a) Original image of Panko; b) image after Laplacian filter; c) imag...Figure 2.7. Left column: original images. Right column: centered amplitude spect...Figure 2.8. Two-dimensional Gaussian images with a standard deviation of (left -...Figure 2.9. Blurred image of Lena obtained by multiplying DFTs and Gaussians wit...Figure 2.10. Blurring filter/low-pass filter in the frequency domain

      3 Chapter 3Figure 3.1. Riemann and Lebesgue integration. For a color version of this figure...

      4 Chapter 5Figure 5.1. Two-dimensional geometric visualization of the property verified by ...Figure 5.2. Gibbs phenomenon for the rectangular pulse function (courtesy of Éri...

      5 Chapter 6Figure 6.1. The line of equation (shown in blue) is the best approximation of t...

      List of Tables

      1 Chapter 2Table 2.1. Different normalizations of Fourier bases and relative formulasTable 2.2. Fourier pairs and translationTable 2.3. Fourier pairs relative to convolutionTable 2.4. Fourier pair for the convolution between a signal z and the unit puls...Table 2.5. Fourier pairs for 2D shifts

      2 Chapter 5Table 5.1. Analogies between a finite-dimensional Euclidean space and an infinit...

      3 Chapter 6Table 6.1. Properties of the Fourier transform on S(ℝ)Table 6.2. Properties of the Fourier transform on S(ℝn)

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