calculate image distortion level
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I have nine similar images, each exhibiting different qualities of visual patterns. Each image is composed of a single unit that is repeated multiple times, either randomly or in a uniform pattern, to form a complete image. My objective is to assess the extent of disruption each image causes to the human visual system. Unfortunately, I do not have a reference image for comparison.
I have attempted various methods to analyze these images, including mean geometric disruption, blur disruption, color disruption, and ranking the images based on quality. However, none of these approaches have provided a satisfactory analysis. I need an idea to find a metric to calculate the distortion level of each image to the human visual system.
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Shubham
2024-7-22
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Hi Sunetra,
To assess the extent of disruption each image causes to the human visual system, you can consider using a combination of metrics that capture different aspects of visual perception. One approach you might find useful is to use a combination of structural similarity index (SSIM), entropy, and frequency domain analysis. These metrics can help you quantify the level of disruption in each image.
Here's a step-by-step guide on how you can implement this in MATLAB:
- Structural Similarity Index (SSIM): SSIM is a method for measuring the similarity between two images. It considers changes in structural information, luminance, and contrast. For your case, you can compare each image to a reference image or a uniform pattern. Refer to this documentation: https://in.mathworks.com/help/images/ref/ssim.html
- Entropy: It measures the amount of information or randomness in an image. Higher entropy indicates more complexity and potential disruption. Refer to this documentation: https://in.mathworks.com/help/images/ref/entropy.html
- Frequency Domain Analysis: Using Fourier Transform, analyze the frequency components of the image. High-frequency components often correspond to edges and fine details, which might contribute to visual disruption. Refer to this documentation: https://in.mathworks.com/help/signal/ug/practical-introduction-to-frequency-domain-analysis.html
Combining these metrics by normalizing each one and summing them up to create a composite score. Rank the images based on these composite scores to determine the extent of disruption.
I hope this helps!
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