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Inverting color transforms

机译:反转颜色变换

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摘要

We consider experimental methods for creating regular grids for applications such as color management where the grids must be estimated from non-grid samples. To estimate the regular grid, we propose applying a generalization of linear interpolation, called linear interpolation with maximum entropy (LIME). Evaluating different estimation methods for this problem is difficult and does not correspond to the standard statistical learning paradigm of using iid training and test sets in order to compare algorithms. In this paper we consider the experimental issues and propose considering the end goal of the regular grid in evaluating an estimated grid's value. Preliminary experimental results compare LIME, traditional linear interpolation, linear regression and ridge regression.
机译:我们考虑为诸如颜色管理之类的应用创建规则网格的实验方法,其中必须从非网格样本中估计网格。为了估计规则网格,我们建议应用线性插值的一般化,称为具有最大熵的线性插值(LIME)。评估此问题的不同估算方法很困难,并且不符合使用iid训练和测试集以比较算法的标准统计学习范例。在本文中,我们考虑了实验问题,并提出了在评估估计网格值时考虑常规网格的最终目标。初步实验结果比较了LIME,传统线性插值,线性回归和岭回归。

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