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Piecewise Gamma Corrected Optimally Framed Grumwald-Letnikov Fractional Differential Masking for Satellite Image Enhancement

机译:分段伽玛校正的最佳构图的格鲁姆瓦尔德-莱特尼科夫分数差分掩膜,用于卫星图像增强

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摘要

In this paper, a highly efficient biologically inspired Lévy-flight firefly algorithm based optimally weighted piecewise-gamma-corrected Grumwald-Letnikov (GL) fractional differential (FD) masking is presented for quality enhancement of densely textured, remotely sensed dark satellite images. The key intelligence is to utilize a weighted summation of intensity as well as texture based enhancement along with an efficiently defined cost function. The cost function is framed such that, more and more intensity span can be explored in a positive manner. Here, an efficient fractional order differentiation based unsharp masking, takes care for enhancing the texture content of the images along with desired restoration of all kinds of local edges. In association with it, piecewise gamma correction is also imparted to enhance the intensity channel of the input image. Rigorous experimentation is executed by employing the performance evaluation and comparison with pre-existing recently proposed and highly appreciated quality enhancement approaches.
机译:在本文中,提出了一种高效的,受生物学启发的Lévy飞行萤火虫算法,该算法基于最优加权分段伽玛校正的Grumwald-Letnikov(GL)分数差分(FD)蒙版,用于增强密集纹理,遥感的暗卫星图像的质量。关键智能在于利用强度的加权总和以及基于纹理的增强以及有效定义的成本函数。构造成本函数,以便可以以积极的方式探索越来越多的强度范围。在此,基于有效的分数阶微分的模糊锐化掩盖将用于增强图像的纹理含量以及对各种局部边缘的所需恢复。与此相关,还进行了分段伽马校正,以增强输入图像的强度通道。通过使用性能评估和与现有的最近提出并受到高度赞赏的质量增强方法进行比较,进行严格的实验。

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