Image Restoration with BP Neural Networks
Leveraging neural network learning capabilities for image restoration through intelligent pattern recognition and reconstruction algorithms
Explore MATLAB source code curated for "图像复原" with clean implementations, documentation, and examples.
Leveraging neural network learning capabilities for image restoration through intelligent pattern recognition and reconstruction algorithms
Chapter 14: Image Restoration | 14.1 Degradation Models - Continuous & Discrete Systems | 14.2 Algebraic Restoration Methods - Inverse Filtering & Least Squares Filtering | 14.3 MATLAB Implementation - Wiener Filtering, Regularized Filtering, Lucy-Richardson Algorithm, Blind Deconvolution & Other Built-in Functions
Motion blur image restoration using four methods: Wiener filtering, constrained least squares, Richardson-Lucy deconvolution, and blind deconvolution algorithms with code implementation considerations
Comparison of MATLAB implementation and enhancement techniques for inverse filtering method in image restoration.
A MATLAB-based implementation of an image restoration application utilizing the Lucy-Richardson algorithm, designed for noise reduction and image enhancement.
An image restoration program implementing least squares filtering that operates using actual PSF functions and noise intensity parameters, fully executable with proper parameter configuration
Applying blur to clear images and implementing blur parameter estimation using both spatial and frequency domain methods for image restoration, with frequency domain approach specifically targeting blur angle estimation
Restoration of images degraded by uniform motion blur, with implementation insights on deblurring algorithms
Core program implementation for image restoration when various noise types are added to images, including algorithm explanations and key function descriptions.
MATLAB implementation of Wiener filter for image restoration. Particularly effective for horizontal motion-blurred images with noise! Includes code structure and algorithm explanation.