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A hybrid bio-inspired learning algorithm for image segmentation using multilevel thresholding

机译:基于多级阈值的混合生物启发式学习算法用于图像分割

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摘要

In the field of image analysis, segmentation is one of the most important preprocessing steps. One way to achieve segmentation is the use of threshold selection, where each pixel that belongs to a determined class, based on the mutual visual characteristics, is labeled according to the selected threshold. In this work, a combination of two pioneer methods, namely Otsu and Kapur, are investigated to solve the threshold selection problem. Optimum parameters of these objective functions are calculated using Bacterial Foraging (BF) optimization algorithm, for its accuracy, and Harmony Search (HS), for its speed. However, the biggest problem of soft computing family algorithms is catching into a local optimum. To resolve this critical issue, we investigate the power of Learning Automata (LA) which works as a controller to make switching between these two optimization methods. LA is a heuristic method which can solve complex optimization problems with interesting results in parameter estimation. Despite other techniques commonly seek through the parameter map, LA explores in the probability space, providing appropriate convergence properties and robustness. The proposed method is tested on benchmark images and shows fast convergence avoiding the typical sensitivity to initial conditions such as the Expectation-Maximization (EM) algorithm or the complex, and time-consuming computations which are commonly found in gradient methods. Experimental results demonstrate the algorithm's ability to perform automatic multithreshold selection and show interesting advantages as it is compared to other algorithms solving the same task.
机译:在图像分析领域,分割是最重要的预处理步骤之一。一种实现分割的方法是使用阈值选择,其中根据相互的视觉特征,根据选定的阈值标记属于已确定类别的每个像素。在这项工作中,研究了Otsu和Kapur两种先锋方法的组合,以解决阈值选择问题。这些目标函数的最佳参数是使用细菌觅食(BF)优化算法(出于准确性)和和声搜索(HS)(出于速度)进行计算的。但是,软计算系列算法的最大问题是陷入局部最优。为解决此关键问题,我们研究了学习自动机(LA)的功能,该功能可作为控制器在这两种优化方法之间进行切换。 LA是一种启发式方法,可以解决复杂的优化问题,并获得有趣的参数估计结果。尽管通常会通过参数图寻找其他技术,但LA仍在概率空间中进行探索,以提供适当的收敛性和鲁棒性。所提出的方法在基准图像上进行了测试,并显示出快速收敛性,避免了对初始条件(例如,期望最大化(EM)算法或复杂的初始条件)的典型敏感性,并且这种方法在梯度方法中通常很耗时。实验结果证明了该算法具有执行自动多阈值选择的能力,并且与其他解决同一任务的算法相比,具有有趣的优势。

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