多目标Pareto直方图均衡化

Federico Daumas-Ladouce , Miguel García-Torres , José Luis Vázquez Noguera , Diego P. Pinto-Roa , Horacio Legal-Ayala
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引用次数: 2

摘要

许多直方图均衡化方法都将增强对比度作为其主要目标之一,但通常不考虑输入图像的细节。其他方法寻求在提高对比度的同时保持亮度,从而导致失真。在多目标算法中,经典优化(先验)技术由于其简单性而被广泛使用。其中最具代表性的方法是使用指标加权和来增强图像的对比度。这些类型的技术,除了返回单个图像之外,还存在与每个选定度量的权重分配相关的问题。为了避免上述算法的缺陷,我们提出了一种基于多目标粒子群优化(MOPSO)方法的多目标帕累托直方图均衡化(MOPHE)方法,该方法在后验选择条件下结合不同的度量。这种方法的目标有三个方面:(1)提高对比度(2)不丢失重要细节,(3)避免过度失真。MOPHE是一种纯粹的多目标优化算法,因此生成一组权衡最优解,从而为决策者提供备选方案,允许根据应用需要选择一个或多个结果图像。实验结果表明,MOPHE是一种很有前途的方法,因为它计算了一组权衡最优解,比最先进的视觉质量和度量度量的代表性算法得到的结果更好。
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Multi-Objective Pareto Histogram Equalization

Several histogram equalization methods focus on enhancing the contrast as one of their main objectives, but usually without considering the details of the input image. Other methods seek to keep the brightness while improving the contrast, causing distortion. Among the multi-objective algorithms, the classical optimization (a priori) techniques are commonly used given their simplicity. One of the most representative method is the weighted sum of metrics used to enhance the contrast of an image. These type of techniques, beside just returning a single image, have problems related to the weight assignment for each selected metric. To avoid the pitfalls of the algorithms just mentioned, we propose a new method called MOPHE (Multi-Objective Pareto Histogram Equalization) which is based on Multi-objective Particle Swarm Optimization (MOPSO) approach combining different metrics in a posteriori selection criteria context. The goal of this method is three-fold: (1) improve the contrast (2) without losing important details, (3) avoiding an excessive distortion. MOPHE, is a pure multi-objective optimization algorithm, consequently a set of trade-off optimal solutions are generated, thus providing alternative solutions to the decision-maker, allowing the selection of one or more resulting images, depending on the application needs. Experimental results indicate that MOPHE is a promising approach, as it calculates a set of trade-off optimal solutions that are better than the results obtained from representative algorithms from the state-of-the-art regarding visual quality and metrics measurement.

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Electronic Notes in Theoretical Computer Science
Electronic Notes in Theoretical Computer Science Computer Science-Computer Science (all)
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