1. 残差修正的加权多项式回归色彩特征化算法.
- Author
-
杨晨, 廉凯成', 徐昊, 吴秦, and 柴志雷
- Subjects
- *
REGRESSION analysis , *INDUSTRIAL efficiency , *DIGITAL printing , *OSCILLATIONS , *ALGORITHMS - Abstract
In the field of digital printing, accurately reproducing the color of computer images is a prerequisite for high-quality printing, where color characterization is a key step. Traditional polynomial regression models tend to amplify outliers in the characterization sample set due to high-order terms, causing model oscillation and affecting the accuracy of color characterization. Color characterization algorithms based on neural network have higher precision but significantly increase in algorithmic complexity, making them unsuitable for the efficiency requirements in industrial production. To address these issues, this paper proposed a color characterization method based on weighted polynomial regression algorithm with residual correction. This algorithm employed the Huber loss function, known for its strong robustness against outliers, as a substitute for mean squared error. It determined the weight of each sample through an adaptive mechanism and iteratively optimizes the residual values to obtain the optimal weight matrix, effectively reducing the impact of outlier samples on the system. Additionally, the correction module captured nonlinear scenarios that the initial model might miss, significantly improving the adjustment of the transformation results and thereby enhanced characterization precision. The results show that compared to conventional polynomial regression, this algorithm reduces the average color difference by 1.2. It achieves a precision close to that of deep belief network algorithms but with more than 99.37% reduction in inference time. [ABSTRACT FROM AUTHOR]
- Published
- 2024
- Full Text
- View/download PDF