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1.

図書

図書
Alan S. Willsky
出版情報: Cambridge : MIT Press, c1979  xiii, 256 p. ; 24 cm
シリーズ名: The MIT Press series in signal processing, optimization, and control / Alan S.Willsky, editor ; 2
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2.

図書

図書
edited by Hüseyin Abut
出版情報: New York : IEEE Press, c1990  ix, 566 p. ; 29 cm
シリーズ名: IEEE Press selected reprint series
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3.

図書

図書
John R. Deller, John G. Proakis, John H.L. Hansen
出版情報: New York : Macmillan Pub. Co. , Toronto : Maxwell Maxmillan Canada , New York : Maxwell Macmillan International, c1993  xx, 908 p. ; 25 cm
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4.

図書

図書
edited by Bishnu S. Atal, Vladimir Cuperman, Allen Gersho
出版情報: Boston : Kluwer Academic, c1993  viii, 283 p. ; 25 cm
シリーズ名: The Kluwer international series in engineering and computer science ; Communications and information theory
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5.

図書

図書
Tamal Bose ; with Francois Meyer contributing Chapter 10 and Mei-Qin Chen contributing the Appendix
出版情報: Hoboken, N.J. : J. Wiley, c2004  xiv, 706 p. ; 24cm
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6.

図書

図書
Richard E. Blahut
出版情報: Reading, Mass. : Addison-Wesley Pub. Co., c1985  xiv, 441 p. ; 24 cm
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7.

図書

図書
Richard A. Roberts, Clifford T. Mullis
出版情報: Reading, Mass. ; Tokyo : Addison-Wesley, c1987  xiv, 578 p. ; 24 cm
シリーズ名: Addison-Wesley series in electrical engineering
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目次情報: 続きを見る
Digital Signal Processing / 1:
Discrete-Time Signals and Systems / 2:
The z-Transform / 3:
Fourier Analysis of Discrete-Time Signals and Systems / 4:
Fast Algorithms for the Discrete Fourier Transform / 5:
The Approximation Problem for Digital Filters / 6:
Least-Squares Filter Design / 7:
Internal Decriptions for Digital Filters / 8:
Finite Length Register Effects in Fixed Point Digital Filters / 9:
Digital Processing Structures / 10:
Spectral Estimation / 11:
Digital Signal Processing / 1:
Discrete-Time Signals and Systems / 2:
The z-Transform / 3:
8.

図書

図書
Ali N. Akansu and Richard A. Haddad
出版情報: Boston : Academic Press, c1992  xii, 376 p. ; 25 cm
シリーズ名: Telecommunications : a book series
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目次情報: 続きを見る
Introduction / 1:
Why Signal Decomposition? / 1.1:
Decompositions: Transforms, Subbands, and Wavelets / 1.3:
Block Transforms and Filter Banks / 1.3.1:
Multiresolution Structures / 1.3.2:
The Synthesis/Analysis Structure / 1.3.3:
The Binomial-Hermite Sequences: A Unifying Example / 1.3.4:
Performance Evaluation and Applications / 1.4:
Orthogonal Transforms / 2:
Signal Expansions in Orthogonal Functions / 2.1:
Signal Expansions / 2.1.1:
Least-Squares Interpretation / 2.1.2:
Block Transforms / 2.1.3:
The Two-Dimensional Transformation / 2.1.4:
Singular Value Decomposition / 2.1.5:
Transform Efficiency and Coding Performance / 2.2:
Decorrelation, Energy Compaction, and the KLT / 2.2.1:
Comparative Performance Measures / 2.2.2:
Fixed Transforms / 2.3:
Sinusoidal Transforms / 2.3.1:
Discrete Polynomial Transforms / 2.3.2:
Rectangular Transforms / 2.3.3:
Block Transform Packets / 2.3.4:
Parametric Modeling of Signal Sources / 2.4:
Autoregressive Signal Source Models / 2.4.1:
AR(1) Source Model / 2.4.2:
Correlation Models for Images / 2.4.3:
Coefficient Variances in Orthogonal Transforms / 2.4.4:
Goodness of 2D Correlation Models for Images / 2.4.5:
Performance Comparison of Block Transforms / 2.4.6:
Lapped Orthogonal Transforms / 2.5:
Properties of the LOT / 2.5.1:
An Optimized LOT / 2.5.3:
The Fast LOT / 2.5.4:
Energy Compaction Performance of the LOTs / 2.5.5:
2D Transform Implementation / 2.6:
Matrix Kronecker Product and Its Properties / 2.6.1:
Separability of 2D Transforms / 2.6.2:
Fast 2D Transforms / 2.6.3:
Transform Applications / 2.6.4:
Summary / 2.7:
Theory of Subband Decomposition / 3:
Multirate Signal Processing / 3.1:
Decimation and Interpolation / 3.1.1:
Polyphase Decomposition / 3.1.2:
Bandpass and Modulated Signals / 3.2:
Integer-Band Sampling / 3.2.1:
Quadrature Modulation / 3.2.2:
Mth Band, Mirror, and Power Complementary Filters / 3.3:
Mth Band Filters / 3.3.1:
Mirror Image Filters / 3.3.2:
Power Complementary Filters / 3.3.3:
Two-Channel Filter Banks / 3.4:
Two-Channel PR-QMF Bank / 3.4.1:
Regular Binary Subband Tree Structure / 3.4.2:
Irregular Binary Subband Tree Structure / 3.4.3:
Dyadic or Octave Band Subband Tree Structure / 3.4.4:
Laplacian Pyramid for Signal Decomposition / 3.4.5:
Modified Laplacian Pyramid for Critical Sampling / 3.4.6:
Generalized Subband Tree Structure / 3.4.7:
M-Band Filter Banks / 3.5:
The M-Band Filter Bank Structure / 3.5.1:
The Polyphase Decomposition / 3.5.2:
PR Requirements for FIR Filter Banks / 3.5.3:
The Paraunitary FIR Filter Bank / 3.5.4:
Time-Domain Representations / 3.5.5:
Modulated Filter Banks / 3.5.6:
Cascaded Lattice Structures / 3.6:
The Two-Band Lossless Lattice / 3.6.1:
The M-Band Paraunitary Lattice / 3.6.2:
The Two-Band Linear-Phase Lattice / 3.6.3:
M-Band PR Linear Phase Filter Bank / 3.6.4:
Lattice Realizations of Modulated Filter Bank / 3.6.5:
IIR Subband Filter Banks / 3.7:
All-Pass Filters and Mirror Image Polynomials / 3.7.1:
The Two-Band IIR QMF Structure / 3.7.2:
Perfect Reconstruction IIR Subband Systems / 3.7.3:
Transmultiplexers / 3.8:
TDMA, FDMA, and CDMA Forms of the Transmultiplexer / 3.8.1:
Analysis of the Transmultiplexer / 3.8.2:
Orthogonal Transmultiplexer / 3.8.3:
Two-Dimensional Subband Decomposition / 3.9:
2D Transforms and Notation / 3.9.1:
Periodic Sequences and the DFT / 3.9.2:
Two-Dimensional Decimation and Interpolation / 3.9.3:
The 2D Filter Bank / 3.9.4:
Two-Band Filter Bank with Hexagonal or Quincunx Sampling / 3.9.5:
Fan Filter Banks / 3.9.6:
Filter Bank Families: Design and Performance / 3.10:
Binomial QMF-Wavelet Filters / 4.1:
Binomial QMF and Orthonormal Wavelets / 4.1.1:
Maximally Flat Filters / 4.2:
Bernstein QMF-Wavelet Filters / 4.3:
Johnston QMF Family / 4.4:
Smith-Barnwell PR-CQF Family / 4.5:
LeGall-Tabatabai PR Filter Bank / 4.6:
Princen-Bradley QMF / 4.7:
Optimal PR-QMF Design for Subband Image Coding / 4.8:
Parameters of Optimization / 4.8.1:
Optimal PR-QMF Design: Energy Compaction / 4.8.2:
Optimal PR-QMF Design: Extended Set of Variables / 4.8.3:
Samples of Optimal PR-QMFs and Performance / 4.8.4:
Performance of PR-QMF Families / 4.9:
Aliasing Energy in Multiresolution Decomposition / 4.10:
Aliasing Effects of Decimation/Interpolation / 4.10.1:
Nonaliasing Energy Ratio / 4.10.2:
G[subscript TC] and NER Performance / 4.11:
Quantization Effects in Filter Banks / 4.12:
Equivalent Noise Model / 4.12.1:
Quantization Model for M-Band Codec / 4.12.2:
Optimal Design of Bit-Constrained, pdf-Optimized Filter Banks / 4.12.3:
Time-Frequency Representations / 4.13:
Analog Background--Time Frequency Resolution / 5.1:
The Short-Time Fourier Transform / 5.3:
The Continuous STFT / 5.3.1:
The Discrete STFT / 5.3.2:
The Discrete-Time STFT, or DFT / 5.3.3:
Discrete-Time Uncertainty and Binomial Sequences / 5.4:
Discrete-Time Uncertainty / 5.4.1:
Gaussian and Binomial Distributions / 5.4.2:
Band-Pass Filters / 5.4.3:
Time-Frequency Localization / 5.5:
Localization in Traditional Block Transforms / 5.5.1:
Localization in Uniform M-Band Filter Banks / 5.5.2:
Localization in Dyadic and Irregular Trees / 5.5.3:
From Tiling Pattern to Block Transform Packets / 5.6:
Signal Decomposition in Time-Frequency Plane / 5.6.2:
From Signal to Optimum Tiling Pattern / 5.6.3:
Signal Compaction / 5.6.4:
Interference Excision / 5.6.5:
Wavelet Transform / 5.6.6:
The Wavelet Transform / 6.1:
The Continuous Wavelet Transform / 6.1.1:
The Discrete Wavelet Transform / 6.1.2:
Multiresolution Signal Decomposition / 6.2:
Multiresolution Analysis Spaces / 6.2.1:
The Haar Wavelet / 6.2.2:
Two-Band Unitary PR-QMF and Wavelet Bases / 6.2.3:
Multiresolution Pyramid Decomposition / 6.2.4:
Finite Resolution Wavelet Decomposition / 6.2.5:
The Shannon Wavelets / 6.2.6:
Initialization and the Fast Wavelet Transform / 6.2.7:
Wavelet Regularity and Wavelet Families / 6.3:
Regularity or Smoothness / 6.3.1:
The Daubechies Wavelets / 6.3.2:
The Coiflet Bases / 6.3.3:
Biorthogonal Wavelets and Filter Banks / 6.4:
Discussions and Conclusion / 6.5:
Applications / 7:
Analysis/Synthesis Configuration / 7.1:
Selection of Analysis and Synthesis Filters / 7.2.1:
Spectral Effects of Down- and Up-samplers / 7.2.2:
Tree Structuring Algorithms for Hierarchical Subband Transforms / 7.2.3:
Subband Coding / 7.2.4:
Interference Excision in Direct Sequence Spread Spectrum Communications / 7.2.5:
Synthesis/Analysis Configuration / 7.3:
Discrete Multitone Modulation for Digital Communications / 7.3.1:
Spread Spectrum PR-QMF Codes for CDMA Communications / 7.3.2:
Resolution of the Identity and Inversion / A:
Orthonormality in Frequency / B:
Problems / C:
Introduction / 1:
Why Signal Decomposition? / 1.1:
Decompositions: Transforms, Subbands, and Wavelets / 1.3:
9.

図書

図書
Glenn Zelniker, Fred J. Taylor
出版情報: New York : Marcel Dekker, c1994  x, 666 p. ; 24 cm
シリーズ名: Electrical engineering and electronics ; 86
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10.

図書

図書
Sophocles J. Orfanidis
出版情報: Englewood Cliffs, NJ : Prentice Hall, c1996  xvi, 798 p. ; 24 cm
シリーズ名: Prentice Hall signal processing series
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目次情報: 続きを見る
Sampling and Reconstruction / 1:
Quantization / 2:
Discrete-Time Systems / 3:
FIR Filtering and Convolution / 4:
z-Transforms / 5:
Transfer Functions / 6:
Digital Filter Realizations / 7:
Signal Processing Applications / 8:
DFT/FFT Algorithms / 9:
FIR Digital Filter Design / 10:
IIR Digital Filter Design / 11:
Interpolation, Decimation, and Oversampling / 12:
Appendices / 13:
References
Index
Sampling and Reconstruction / 1:
Quantization / 2:
Discrete-Time Systems / 3:
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