IEEE Trans Vis Comput Graph. 2018 Jun;24(6):1942-1955. doi: 10.1109/TVCG.2017.2697948. Epub 2017 Apr 25.
Color theme or color palette can deeply influence the quality and the feeling of a photograph or a graphical design. Although color palettes may come from different sources such as online crowd-sourcing, photographs and graphical designs, in this paper, we consider color palettes extracted from fine art collections, which we believe to be an abundant source of stylistic and unique color themes. We aim to capture color styles embedded in these collections by means of statistical models and to build practical applications upon these models. As artists often use their personal color themes in their paintings, making these palettes appear frequently in the dataset, we employed density estimation to capture the characteristics of palette data. Via density estimation, we carried out various predictions and interpolations on palettes, which led to promising applications such as photo-style exploration, real-time color suggestion, and enriched photo recolorization. It was, however, challenging to apply density estimation to palette data as palettes often come as unordered sets of colors, which make it difficult to use conventional metrics on them. To this end, we developed a divide-and-conquer sorting algorithm to rearrange the colors in the palettes in a coherent order, which allows meaningful interpolation between color palettes. To confirm the performance of our model, we also conducted quantitative experiments on datasets of digitized paintings collected from the Internet and received favorable results.
色彩主题或调色板可以深刻地影响照片或图形设计的质量和感觉。虽然调色板可能来自不同的来源,如在线众包、照片和图形设计,但在本文中,我们考虑从美术收藏中提取的调色板,我们认为这些调色板是风格独特的调色板主题的丰富来源。我们旨在通过统计模型捕捉这些收藏中嵌入的颜色风格,并基于这些模型构建实用的应用程序。由于艺术家经常在他们的画作中使用他们个人的色彩主题,使得这些调色板在数据集中经常出现,我们采用密度估计来捕捉调色板数据的特征。通过密度估计,我们对调色板进行了各种预测和插值,从而产生了有前景的应用,如照片风格探索、实时颜色建议和丰富的照片重着色。然而,由于调色板通常是无序的颜色集合,因此难以在其上使用传统的度量标准,因此将密度估计应用于调色板数据具有挑战性。为此,我们开发了一种分而治之的排序算法,以将调色板中的颜色按一致的顺序重新排列,从而允许在调色板之间进行有意义的插值。为了确认我们模型的性能,我们还对从互联网上收集的数字化绘画数据集进行了定量实验,并得到了令人满意的结果。