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The new technology advances provide that a great number of system signals can be easily measured with a low cost. The main problem is that usually only a fraction of the signal is useful for different purposes, for example maintenance, DVD-recorders, computers, electric/electronic circuits, econometric, optimization, etc. Digital filters are the most versatile, practical and effective methods for extracting the information necessary from the signal. They can be dynamic, so they can be automatically or manually adjusted to the external and internal conditions. Presented in this book are the most advanced digital filters including different case studies and the most relevant literature.
Digital filters (Mathematics) --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Digital electronics --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations --- Computer networking & communications
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Discrete mathematics --- Mathematical statistics --- Digital filters (Mathematics) --- Filtres numériques (Mathématiques) --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Digital electronics --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations --- Digitale filters --- Digital filters (Mathematics). --- Digitale filters. --- Filtres numériques (Mathématiques) --- Communication, Théorie mathématique de la
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This state-of-the-art book deals with the most important aspects of non-linear imaging challenges. The need for engineering and mathematical methods is essential for defining non-linear effects involved in such areas as computer vision, optical imaging, computer pattern recognition, and industrial automation challenges.* Presents the latest developments in a variety of filter design techniques and algorithms* Contains essential information for development of Human Vision Systems (HVS)* Provides foundations for digital imaging and image capture technology
Digital filters (Mathematics) --- Image processing --- Digital techniques. --- Digital filters (Mathematics). --- ELSEVIER-B EPUB-LIV-FT --- Digital image processing --- Digital electronics --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations
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In Estimation and Control with Quantized Measurements, Dr. Curry examines the two distinct but related problems of state variable estimation and control when the measurements are quantized. Consideration is limited to discrete-time problems, and emphasis is placed on coarsely quantized measurements and linear, possibly time-varying systems.
Computer architecture. Operating systems --- Digital filters (Mathematics). --- Nonlinear control theory. --- Digital filters (Mathematics) --- Control theory --- Nonlinear theories --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Digital electronics --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations
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This is the first book to introduce and integrate advanced digital signal processing (DSP) and classification together, and the only volume to introduce state-of-the-art transforms including DFT, FFT, DCT, DHT, PCT, CDT, and ODT together for DSP and communication applications. You get step-by-step guidance in discrete-time domain signal processing and frequency domain signal analysis; digital filter design and adaptive filtering; multirate digital processing; and statistical signal classification. It also helps you overcome problems associated with multirate A/D and D/A converters.
Signal processing. --- Digital communications. --- Digital filters (Mathematics) --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Digital electronics --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations --- Communications, Digital --- Digital transmission --- Pulse communication --- Pulse techniques (Electronics) --- Telecommunication --- Digital media --- Signal processing --- Processing, Signal --- Information measurement --- Signal theory (Telecommunication) --- Digital techniques
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Digital filters (Mathematics) --- Digitale filters (Wiskunde) --- Filtres digitaux (Mathematiques) --- Niet-lineaire theorieën --- Nonlinear theories --- Theorieën [Niet-lineaire ] --- Théories non-linéaires --- Transformaties (Wiskunde) --- Transformations (Mathematics) --- Transformations (Mathematiques) --- Nonlinear theories. --- Signal processing --- Digital signal processing --- Digital communications --- Digital electronics --- Algorithms --- Differential invariants --- Geometry, Differential --- Nonlinear problems --- Nonlinearity (Mathematics) --- Calculus --- Mathematical analysis --- Mathematical physics --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations --- Digital techniques. --- Digital techniques
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Digital filters (Mathematics) --- Electronic noise --- Signal processing --- #TWER:MOD --- #TELE:SISTA --- Processing, Signal --- Information measurement --- Signal theory (Telecommunication) --- Noise, Electronic --- Electric noise --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Digital electronics --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations --- Traitement du signal --- Bruit électronique --- Filtres numériques (mathématiques) --- Traitement du signal. --- Bruit électronique.
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Signal processing --- System analysis. --- Linear time invariant systems. --- Digital filters (Mathematics) --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Digital electronics --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations --- Systems, Linear time invariant --- Discrete-time systems --- Linear systems --- Network theory --- Systems analysis --- System theory --- Mathematical optimization --- Mathematics. --- Digital filters (Mathematics). --- Linear time invariant systems --- System analysis --- Mathematics --- Network analysis --- Network science
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Electronics --- Digital filters (Mathematics) --- Signal processing --- Filtres numériques (Mathématiques) --- Traitement du signal --- Digital techniques --- Techniques numériques --- -51-74 --- 681.3*J2 --- Processing, Signal --- Information measurement --- Signal theory (Telecommunication) --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Digital electronics --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations --- Mathematics--?-74 --- Physical sciences and engineering (Computer applications) --- Digital techniques. --- Digital filters (Mathematics). --- 681.3*J2 Physical sciences and engineering (Computer applications) --- 51-74 Mathematics--?-74 --- Filtres numériques (Mathématiques) --- Techniques numériques --- 51-74 --- Digital signal processing --- Digital communications
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Electric filters, Digital --- Digital filters (Mathematics) --- Signal processing --- 621.37 --- Kalman filtering --- filters --- kalmanfilter --- Processing, Signal --- Information measurement --- Signal theory (Telecommunication) --- Filtering, Kalman --- Control theory --- Estimation theory --- Prediction theory --- Stochastic processes --- Digital electric filters --- Filters, Digital electric --- Digital electronics --- Data smoothing filters --- Filters, Digital (Mathematics) --- Linear digital filters (Mathematics) --- Linear filters (Mathematics) --- Numerical filters --- Smoothing filters (Mathematics) --- Filters (Mathematics) --- Fourier transformations --- Functional analysis --- Numerical analysis --- Numerical calculations --- Technique of electric waves, electromagnetic waves, oscillations, pulses --- Digital techniques --- Electric filters, Digital. --- Kalman filtering. --- Signal processing. --- Digital filters (Mathematics). --- 621.37 Technique of electric waves, electromagnetic waves, oscillations, pulses
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