Colour Imaging
Linear algebra plays a foundational role in image processing. Images, particularly greyscale images, can be viewed as matrices or arrays, and linear algebra helps manipulate these matrices to apply transformations, perform analyses, and process the images.
Matrix Representation of Images
Greyscale Image Representation:
A greyscale image is represented as a matrix (2D array), where each element (or pixel) represents the intensity of light at a specific point in the image. For example, in an m×n image, the pixel value at position (i, j) could represent brightness, with values ranging from 0 (black) to 255 (white) in an 8-bit image.
Linear Transformations and Image Processing
Linear transformations in image processing involve applying matrix operations that modify the original pixel values. Common transformations include.
Gray scale Image
RGB Image
Translation of Greyscale Image without Canvas
Translation of Greyscale Image with Canvas
Translation Of Colour Image withot canvas
Translation Of Colour Image withot canvas
Rotation Of Greyscale Image