弓锵,李艳妮.可变局部多项式拟合在色彩转换中的精度研究[J].包装工程,2014,35(3):93-96.
GONG Qiang,LI Yan-ni.Precision of Polynomial Regression Algorithm in Color Management[J].Packaging Engineering,2014,35(3):93-96. |
| 可变局部多项式拟合在色彩转换中的精度研究 |
| Precision of Polynomial Regression Algorithm in Color Management |
| 投稿时间：2013-09-09 修订日期：2014-01-01 |
| DOI： |
| 中文关键词: 多项式回归 柔版印刷 色彩管理 |
| 英文关键词: polynomial regression algorithm flexography color management |
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| 中文摘要: |
| 目的 研究可变局部多项式在色彩转换中的精度。 方法 以柔印样张为样本,取 50 个色块作为检验样本,232 个色块作为建模样本,确定最佳建模项数和建模样本数。 采用可变局部多项式拟合实现 L*a*b*色彩空间到 CMY 色空间的转换,采用图表的方法表达了建模结果。 结果 当多项式项数为 14 项时,同时品色、青色、黄色建模样本数分别为 26 ,30 ,40 时,模型精度最高,此时网点面积率误差平均值与标准差均小于 2% ,误差最大值小于 8% 。 结论 可变局部多项式拟合法在色彩转换应用中取得了较好的建模效果,其结果可用于柔印色彩管理系统。 |
| 英文摘要: |
| Objective To study the precision of polynomial regression algorithm in color conversion. Methods Taking 50 samples as testing sample and 232 samples as modeling samples, the optimal numbers of terms and modeling samples for Flexography pages were determined. Using polynomial regression algorithm between the L*a*b*and the CMY values, the conversion model was established and the diagram was used to show the result. Results The model could give the highest precision when the item number was 14 and the sample numbers were 26, 30, 40 for magenta, cyan and yellow, respectivelu. Conclusion Polynomial regression algorithm could be used in CMS for Flexography. |
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