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A closed-form solution for multi-view color correction with gradient preservation

机译:具有渐变保留功能的多视图色彩校正的封闭形式解决方案

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摘要

Color correction across multiple images for consistency is a challenging problem in image mosaicking. To facilitate the global color optimization, existing methods mainly use less flexible correction models, e.g., linear or gamma function, which often struggle to cover the practically existing color discrepancy. In this paper, we present a novel color consistency correction method that models the color remapping function with a parameterized spline curve for each image. Thanks to the flexible model representation, on the one hand, our method has the capability to handle very challenging cases, i.e. hundreds of images with drastic color discrepancy; On the other, some important image properties, e.g., image gradient, contrast, and dynamic range, can be effective formulated with model parameters. Thus, the visual quality of individual images, along with the global color consistency, are comprehensively considered in our specifically designed cost function, which is solved in a closed form via convex quadratic programming. In addition, considering the possibly existing alteration objects within inter-image overlaps, we also propose an functional change detection algorithm with gradient and color features utilized, which guarantees the accuracy of the extracted color correspondences. We have tested the proposed approach on several challenging dataset of diverse genres, which shows that our method substantially outperforms state-of-the-art methods in both visual quality and quantitative metrics.
机译:跨多个图像进行色彩校正以保持一致性是图像镶嵌中的一个难题。为了促进全局颜色优化,现有方法主要使用较不灵活的校正模型,例如线性或伽马函数,这些校正模型通常难以覆盖实际存在的颜色差异。在本文中,我们提出了一种新颖的颜色一致性校正方法,该方法使用参数化的样条曲线为每个图像建模颜色重新映射函数。一方面,得益于灵活的模型表示,我们的方法能够处理非常具有挑战性的情况,即数百张颜色差异很大的图像;另一方面,一些重要的图像属性,例如图像梯度,对比度和动态范围,可以有效地用模型参数来制定。因此,在我们专门设计的成本函数中全面考虑了单个图像的视觉质量以及全局色彩一致性,该函数通过凸二次编程以封闭形式解决。另外,考虑到图像间重叠内可能存在的变更对象,我们还提出了一种利用梯度和颜色特征的功能变化检测算法,该算法保证了提取的颜色对应关系的准确性。我们已经在各种流派的具有挑战性的数据集上测试了该提议的方法,这表明我们的方法在视觉质量和定量指标上都大大优于最新方法。

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