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Estimating ink density from colour camera RGB values by the local kernel ridge regression

机译:通过局部核脊回归从彩色相机RGB值估计墨水密度

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We present an option for CCD colour camera based ink density measurements in newspaper printing. To solve the task, first, a reflectance spectrum is reconstructed from the CCD colour camera RGB values and then a well-known relation between ink density and the reflectance spectrum of a sample being measured is used to compute the density. To achieve an acceptable spectral reconstruction accuracy, the local kernel ridge regression is employed. The superiority of the local kernel ridge regression over the global regression and the popular ordinary polynomial regression is demonstrated by experimental comparisons. For a database consisting of 250 colour patches printed on newsprint by an ordinary offset printing press, the average spectrum reconstruction error of △E = 0.733 and the maximum error △E_(max) = 3.29 was obtained. Such an error proved to be low enough for achieving the average ink density measuring error lower than 0.01D.
机译:我们为报纸印刷中基于CCD彩色相机的墨水密度测量提供了一个选项。为了解决该任务,首先,从CCD彩色相机的RGB值重建反射光谱,然后使用墨水密度与被测样品的反射光谱之间的众所周知的关系来计算密度。为了达到可接受的频谱重建精度,采用了局部核岭回归。实验比较表明,局部核岭回归优于全局回归和流行的普通多项式回归。对于由普通胶印机在新闻纸上印刷的250个色标组成的数据库,获得的平均光谱重建误差为△E = 0.733,最大误差为△E_(max)= 3.29。事实证明,这样的误差足够低,以致平均油墨密度的测量误差低于0.01D。

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