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Wyniki wyszukiwania dla: SAVITZKY–GOLAY FILTERS
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Wyniki wyszukiwania dla: SAVITZKY–GOLAY FILTERS

  • Generalized Savitzky–Golay filters for identification of nonstationary systems

    Publikacja

    The problem of identification of nonstationary systems using noncausal estimation schemes is consid-ered and a new class of identification algorithms, combining the basis functions approach with localestimationtechnique,isdescribed.Unliketheclassicalbasisfunctionestimationschemes,theproposedlocal basis function estimators are not used to obtain interval approximations of the parametertrajectory, but provide a sequence of point...

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  • Application of regularized Savitzky–Golay filters to identification of time-varying systems

    Savitzky–Golay (SG) filtering is a classical signal smoothing technique based on the local least squares approximation of the analyzed signal by a linear combination of known functions of time (originally — powers of time, which corresponds to polynomial approximation). It is shown that the regularized version of the SG algorithm can be successfully applied to identification of time-varying finite impulse response (FIR) systems....

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  • Fully Adaptive Savitzky-Golay Type Smoothers

    Publikacja

    The problem of adaptive signal smoothing is consid-ered and solved using the weighted basis function approach. Inthe special case of polynomial basis and uniform weighting theproposed method reduces down to the celebrated Savitzky-Golaysmoother. Data adaptiveness is achieved via parallel estimation.It is shown that for the polynomial and harmonic bases andcosinusoidal weighting sequences, the competing signal estimatescan be computed...

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  • Noise sources in Raman spectroscopy of biological objects

    Publikacja

    - Rok 2017

    We present an overview of noise sources deteriorating the quality of the recorded biological Raman spectra and the ability to determine the specimen composition. The acquired Raman spectra exhibit intense additive noise components or drifts because of low intensity of the scattered light. Therefore we have to apply expensive or bulky measurement setups to limit their inherent noise or to apply additional signal processing to reduce...

  • Kalman filters and stochastic control - winter 2022/2023

    Kursy Online
    • A. Gańcza
    • M. Niedźwiecki

    The lecture focusses on designing of Kalman filters and stochastic control of dynamic systems.

  • Kalman filters and stochastic control - winter 2023/2024

    Kursy Online
    • A. Gańcza
    • M. Niedźwiecki

    The lecture focusses on designing of Kalman filters and stochastic control of dynamic systems.

  • Kalman filters and stochastic control - winter 2024/2025

    Kursy Online
    • A. Gańcza
    • M. Niedźwiecki

    The lecture focusses on designing of Kalman filters and stochastic control of dynamic systems.

  • Reversible Data Hiding in Encrypted DICOM Images Using Cyclic Binary Golay (23, 12) Code

    Publikacja

    In this paper, a novel reversible data hiding method for encrypted images (RDHEI) is proposed. An efficient coding scheme based on cyclic binary Golay (23, 12) code is designed to embed additional data into the least significant bits (LSBs) of the encrypted image. The most significant bits (MSBs) are used to ensure the reversibility of the embedding process. The proposed scheme is lossless, and based on the receiver’s privileges,...

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  • Kriging Models for Microwave Filters

    Publikacja

    - Rok 2016

    Surrogate modeling of microwave filters’ response is discussed. In particular, kriging is used to model either the scattering parameters of the filter or the rational representation of the filter’s characteristics. Surrogate models for these two variants of kriging are validated in solving a microwave filter optimization problem. A clear advantage of surrogate models based on the rational representation over the models based on scattering...

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  • Synthesis of coupled lossy resonator filters.

    A technique for fast synthesis of coupling matrix low-pass prototypes of generalized. Chebyshev bandpass filters with lossy resonators is presented in this letter. The coupling matrix is found by solving a nonlinear least squares problem based on zeros and poles of filter's transfer functions.

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