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3 - Continuous-time Fourier transform
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1 - Signals and systems
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A - Review of linear algebra
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Bibliography
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5 - Applications of the Fourier transforms
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Contents
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2 - Vector spaces and signal representation
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B - Review of random variables
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Appendices
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Introduction to Orthogonal Transforms
- With Applications in Data Processing and Analysis
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10 - Continuous- and discrete-time wavelet transforms
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8 - The Walsh-Hadamard, slant, and Haar transforms
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4 - Discrete-time Fourier transform
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Frontmatter
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6 - The Laplace and z-transforms
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9 - Karhunen-Loève transform and principal component analysis
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Acknowledgments
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7 - Fourier-related orthogonal transforms
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11 - Multiresolution analysis and discrete wavelet transform
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Index
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