Geometric Mean Filter in image processing

Image processing involves various techniques to enhance or restore images. One fundamental technique used in noise reduction is the geometric mean filter. It is especially effective for removing certain types of noise while maintaining edge sharpness and avoiding excessive blurring. The geometric mean filter is based on the mathematical concept of the geometric mean, which … Read more

Advanced Concepts in Constrained Least Squares Filtering for Image Restoration

Image restoration is a critical process in digital image processing, aimed at recovering the original image from a degraded version. One of the advanced methods used for this purpose is Constrained Least Squares Filtering (CLSF). Unlike the Wiener filter, CLSF incorporates additional constraints that allow for improved restoration under certain conditions, especially when the power … Read more

Inverse Filtering in Image Restoration

Image restoration is a significant aspect of image processing, aiming to recover an original image that has been degraded or corrupted by factors like noise, blurring, or distortion. Among various techniques used for image restoration, inverse filtering is one of the most straightforward and commonly used methods, especially for removing the effects of blurring. This … Read more

Estimating the Degradation Function

When attempting to restore an image that has been degraded, it’s critical to estimate the degradation function that caused the image’s decline in quality. There are three main methods for estimating this degradation function: observation, experimentation, and mathematical modeling. These methods form the foundation of image restoration techniques, often involving a process called blind deconvolution, … Read more

Linear, Position-Invariant Degradations

In the ever-evolving field of image processing, one of the foundational challenges is addressing image degradation that occurs during the capture or transmission of visual data. Mathematical models for linear, position-invariant degradation are critical tools for addressing this challenge. These models not only simplify the degradation process but also provide a robust framework for restoring … Read more

Periodic Noise Reduction by Frequency Domain Filtering

In digital image and signal processing, noise is a common problem that can degrade the quality of data. Among various types of noise, periodic noise is particularly challenging due to its structured and repetitive nature. Unlike random noise, which occurs unpredictably, periodic noise manifests as repetitive interference patterns, often caused by mechanical vibrations, electronic interference, … Read more

Restoration in the Presence of Noise Only Spatial Filtering

In digital image processing, one of the most common challenges is dealing with image degradation, particularly noise. Noise can obscure important details and degrade the quality of an image, making it difficult to interpret or analyze. However, understanding how to deal with noise using spatial filtering techniques can significantly improve image clarity. The Simplified Model … Read more

Noise Models in Image processing

The main causes of noise in digital images happen during the process of capturing or sending the image. Imaging sensors can be affected by various things, like the environment when the picture is taken or the quality of the sensors themselves. For example, when using a CCD camera, the amount of light and the sensor’s … Read more

The Basics of Filtering in the Frequency Domain

Filtering is a fundamental concept in signal processing, used to enhance or suppress specific features within a signal. While filters can be applied directly in the time domain, there is a powerful alternative approach: filtering in the frequency domain. This method leverages the properties of the Fourier Transform to manipulate the frequency components of a … Read more