Koenderink Jan, van Doorn Andrea, Gegenfurtner Karl
Justus Liebig Universität Giessen, Germany; University of Leuven (KU Leuven), Belgium; Utrecht University, The Netherlands.
Justus Liebig Universität Giessen, Germany; Utrecht University, The Netherlands.
Iperception. 2018 Oct 23;9(5):2041669518803971. doi: 10.1177/2041669518803971. eCollection 2018 Sep-Oct.
RGB-display space, that is, the 'RGB-cube', was sampled at 3,000 locations, uniformly and randomly distributed. Fifty observers contributed 60 samples each. At each location, participants synthesised a copy of the target, using a generic colour picker. The statistical distributions of errors as a function of location are used to define an overall measure of graininess. A smooth field of interpolated three-dimensional covariance ellipsoids represents an explicit, empirical Riemannian metric. The unit step size is about 20 times larger than the size of the classical MacAdam ellipses. We speculate that this metric might be found useful in various settings involving applications, because it reflects typical fuzziness encountered in generic tasks involving colour patterns such as images. Some of the more obvious applications are discussed.
RGB显示空间,即“RGB立方体”,在3000个位置进行采样,这些位置均匀且随机分布。五十名观察者每人贡献60个样本。在每个位置,参与者使用通用颜色选择器合成目标的副本。作为位置函数的误差统计分布用于定义颗粒度的总体度量。一个插值的三维协方差椭球的平滑场代表了一个明确的、经验性的黎曼度量。单位步长大约比经典麦卡达姆椭圆的尺寸大20倍。我们推测,这种度量在涉及各种应用的各种场景中可能会很有用,因为它反映了在涉及图像等颜色模式的一般任务中遇到的典型模糊性。文中讨论了一些更明显的应用。