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Study on color model conversion for camera with neural network based on the combination between second general revolving combination design and genetic algorithm

机译:基于第二通用旋转组合设计和遗传算法相结合的神经网络摄像机色彩模型转换研究

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摘要

Munsell color system is selected to establish the mutual conversion between RGB and L~*a~*b~* color model for camera. The color luminance meter and CCD camera synchronously measure the same color card, the color picture captured from CCD camera is expressed for RGB value as the input of neural network; XYZ value is gotten from the color luminance meter, and the L~*a~*b~* value converted from XYZ value is regarded as the real color value of target card, namely the output of neural network. The neural network of two hidden-layers is considered, so the second general revolving combination design is introduced into optimizing the structure of neural network, which can carry optimization through unifying project design, data processing and the precision of regression equation. Their mathematics model of encoding space is gained, and the significance inspection shows the confidence degree of regression equation is 99%. The mathematics model is optimized by genetic algorithm, optimization solution is gotten, and function value of the goal is 0.0007168. The neural network of the optimization solution is trained; the training error is 0.000748566, which the difference is not obvious comparing with forecast resu it can show that the method combining second general revolving combination design with genetic algorithm can optimize the hidden-layer structure of neural network. Using the data of testing set to test this network and calculating the color difference between forecast value and true value, the maximum is 5.6357 NBS, the minimum is 0.5311 NBS, and the average of color difference is 3.1744NBS.
机译:选择Munsell色彩系统来建立RGB和相机的L〜* a〜* b〜*颜色模型之间的相互转换。彩色亮度计和CCD摄像机同步测量同一张色卡,将从CCD摄像机捕获的彩色图片表示为RGB值,作为神经网络的输入;从色度计得到XYZ值,将从XYZ值转换得到的L〜* a〜* b〜*值视为目标卡的真实色值,即神经网络的输出。考虑到两个隐藏层的神经网络,因此将第二种通用​​旋转组合设计引入到优化神经网络的结构中,该结构可以通过统一项目设计,数据处理和回归方程的精度来进行优化。建立了他们的编码空间数学模型,显着性检验表明回归方程的置信度为99%。通过遗传算法对数学模型进行优化,得到优化解,目标函数值为0.0007168。优化解决方案的神经网络经过训练;训练误差为0.000748566,与预测结果相比差异不明显。结果表明,将第二种通用​​旋转组合设计与遗传算法相结合的方法可以优化神经网络的隐层结构。使用测试集的数据对该网络进行测试并计算预测值和真实值之间的色差,最大值为5.6357 NBS,最小值为0.5311 NBS,平均值为3.1744NBS。

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