Generating Motion-Blurred Images Using fspecial Function
This program first creates a motion-blurred image using the fspecial function, then performs restoration through Wiener filtering
Explore MATLAB source code curated for "维纳滤波" with clean implementations, documentation, and examples.
This program first creates a motion-blurred image using the fspecial function, then performs restoration through Wiener filtering
MATLAB source code for speech denoising using Wiener filtering, spectral subtraction, and adaptive filtering algorithms, featuring a configurable GUI interface with adjustable parameters for noise reduction processing.
This MATLAB M-file implements Wiener filtering primarily for signal and image processing applications, featuring two practical implementation examples with code-level demonstrations of noise reduction and enhancement techniques.
Wiener Filter Implementation for Image Deblurring and Restoration of Noisy Images
MATLAB implementation code for Wiener filtering that generates a test signal, adds noise to simulate real-world conditions, and applies AR model-based filtering for noise reduction.
A Comparative Study of Maximum Entropy Direct Iterative Method, Wiener Filtering, and Blind Restoration for Recovering Images Blurred by Horizontal Uniform Linear Motion
MATLAB-based simulation of digital signal processing focusing on Wiener filter realization, featuring algorithm implementation and parameter analysis.
A highly optimized MATLAB implementation of an improved Wiener filter for noise reduction. Features comprehensive code comments and detailed documentation, making it ideal for beginners learning signal processing techniques.
Comprehensive image restoration techniques including Wiener filter restoration, regularized filter restoration program, Lucy-Richardson restoration examples, blind deconvolution restoration, and inverse filter restoration algorithms with MATLAB implementation approaches
MATLAB code for microphone array speech enhancement combining beamforming and Wiener filtering techniques with detailed algorithm explanations