Applied Mathematics and Nonlinear Sciences
Journal license

Journal

Applied Mathematics and Nonlinear Sciences


Volume
& Issue

Volume 8, Issue 1


Published
on

June 19, 2023


Pages

2423-2432


DOI

Article

Color Processing System of Art Color Based on Fractional Differential Equation


Authors

Hongyu Wang Affiliation:
School of Art, Cangzhou Normal University, Cangzhou, 061001, China
, Long Cheng Affiliation:
School of Art, Cangzhou Normal University, Cangzhou, 061001, China
and Zheng Huang Affiliation:
School of Art, Cangzhou Normal University, Cangzhou, 061001, China


Abstract

This paper mainly studies a high-precision correction method for warp knitting seamless images. The color factor conversion method is used to transform the gray level of the center point in the frequency domain. Then this paper proposes an image-denoising method based on an average way to improve image quality. The multichannel scalar channel is solved using the gradient domain method, and the fractional differential equations of two images are given. A structure tensor matrix is constructed to describe the geometric properties of images. The regional contrast of the image is calculated by using the characteristics of adjacent layers of pixels. The fusion of multiple images is based on the limitations of object functionality. This can make the texture structure of artistic color pictures more obvious. The experiment of color restoration shows that this method has a good interpretation effect. The color image processing technique has obtained an excellent restoration effect.


Keywords

Color repair, Fractional differential equation, Image processing technology, Bridging edge repair, Color extraction, Fix code Settings, 34A08


Citation

Wang, H., Cheng, L., & Huang, Z. (2023). Color processing system of art color based on fractional differential equation. Applied Mathematics and Nonlinear Sciences, 8(1), 2423–2432. https://doi.org/10.2478/amns.2023.1.00423

Published by: Engineering Journals

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