halftone to color image convertion

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indrani dalui
indrani dalui el 20 de Feb. de 2020
Editada: DGM el 7 de Ag. de 2025
please any one give me a code for a half tone image is tonvert to color image

Respuestas (1)

Darshak
Darshak el 6 de Ag. de 2025
Reversing a halftone image back to a full-color image is a challenging task. Halftoning works by turning a smooth, continuous-tone image into a pattern of black and white dots, which means the original color details are essentially lost in the process. Because of that, it is not possible to recover the exact original colors.
To handle this, a common workaround is to break the problem into two steps. First, inverse halftoning is used to reconstruct a grayscale version of the original image from the black-and-white halftone pattern. This helps in getting back some of the lost visual smoothness. After that, a colorization technique is applied to bring color into the grayscale image. One simple way to do this is by using pseudocoloring, which maps different shades of gray to a predefined set of colors.
The following procedure outlines the steps:
  • Inverse Halftoning: This step converts the halftone dot patterns back into continuous gray levels. A common method is to use a low-pass filter, such as a Gaussian filter. This filter blurs the image, averaging the dots to approximate the original grayscale intensity. The “imgaussfilt” function from the Image Processing Toolbox is suitable for this purpose.
  • Pseudocolor Application: Once a grayscale image is obtained, color can be added. The simplest way is to map the grayscale intensities to a predefined color map. This process is called pseudocoloring. It assigns a specific color to each gray level. The functions “gray2ind” and “ind2rgb” can be utilized for this.
You can utilize the following function as a sample case:
rgb_original = imread('image.png');
gray_original = rgb2gray(rgb_original);
halftone_image = dither(gray_original);
reconstructed_gray = imgaussfilt(double(halftone_image), 2);
[indexed_image, map] = gray2ind(reconstructed_gray, 256);
pseudocolor_image = ind2rgb(indexed_image, parula(256));
figure;
subplot(1, 3, 1);
imshow(halftone_image);
title('Original Halftone Image');
subplot(1, 3, 2);
imshow(reconstructed_gray, []);
title('Reconstructed Grayscale');
subplot(1, 3, 3);
imshow(pseudocolor_image);
title('Final Pseudocolor Image');
This code first generates a halftone image for the demonstration. It then applies a Gaussian filter to reconstruct a grayscale image. Finally, it applies the 'parula' colormap to create a pseudocolor version.
For more information on the functions used, please refer to the following official MathWorks documentation:
  2 comentarios
Walter Roberson
Walter Roberson el 6 de Ag. de 2025
It is possible to layer halftone layers in several different colors to create a colored halftone image. I have to wonder whether the original poster was starting with a grayscale halftone image or a colored halftone image.
DGM
DGM el 7 de Ag. de 2025
Editada: DGM el 7 de Ag. de 2025
Walter's description was perhaps the first thing that popped into my mind when I read "halftone" and "color", but that's already a color image, so then there's nothing to do.
As far as I'm concerned, the wording of the question suggests that "halftone image" is distinct from "color image". So there's no color information to "convert"; rather, color information has to come from somewhere else. Turning it into a pseudocolor representation of grayscale is plausible. Maybe the binary representation could also just be treated as an indexed-color image with two distinct colors.
That's the problem with a question like this. If someone is going to ask such an unanswerably vague question without a second thought, you have to accept the possibility that what little information they did give you is also wrong.

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