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Methods for gamma invariant colour image processing

机译:伽玛不变彩色图像处理方法

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This article presents methods for normalizing natural RGB images with respect to the group of gamma adjustments. Applications of the normalization include image enhancement and gamma invariant indexing. By utilizing the logarithmic domain it is possible to define both histogram-based and spatially based normalization methods involving operations that commute with gamma, which is an essential benefit in practical algorithms. The normalization can be refined using a neural network or other empirically optimized system in a way consistent with the normalization principle. It is also possible to perform normalization simultaneously with respect to gamma and linear scaling. Four algorithms were tested using a set of over 3600 images. The average ratio between the computed gamma values and subjective optimum gammas was less than 1.3 for the best algorithm, which utilized a neural network. The gamma invariance of the algorithms and their stability under perturbations were good except in the presence of zero values, at which the logarithm is singular.
机译:本文介绍了有关自然伽玛调整组标准化RGB图像的方法。归一化的应用包括图像增强和伽马不变索引。通过利用对数域,可以定义基于直方图的和基于空间的归一化方法,这些方法涉及与伽玛通勤的操作,这在实际算法中是一个基本好处。可以使用神经网络或其他根据经验优化的系统,以与归一化原理一致的方式来完善归一化。关于伽玛和线性缩放,也可以同时执行归一化。使用一组超过3600张图像测试了四种算法。对于使用神经网络的最佳算法,所计算的伽玛值与主观最优伽玛之间的平均比率小于1.3。该算法的伽玛不变性及其在扰动下的稳定性良好,除了存在零值(对数为奇数)的情况外。

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