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Ant colony optimization with horizontal and vertical crossover search: Fundamental visions for multi-threshold image segmentation

机译:具有水平和垂直交叉搜索的蚁群优化:多阈值图像分割的根本愿景

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摘要

The ant colony optimization (ACO) is the most exceptionally fundamental swarm-based solver for realizing discrete problems. In order to make it also suitable for solving continuous problems, a variant of ACO (ACOR) has been proposed already. The deep-rooted ACO always stands out in the eyes of well-educated researchers as one of the best-designed metaheuristic ways for realizing the solutions to real-world problems. However, ACOR has some stochastic components that need to be further improved in terms of solution quality and convergence speed. Therefore, to effectively improve these aspects, this in-depth research introduced horizontal crossover search (HCS) and vertical crossover search (VCS) into the ACOR and improved the selection mechanism of the original ACOR to form an improved algorithm (CCACO) for the first time. In CCACO, the HCS is mainly intended to increase the convergence rate. Meanwhile, the VCS and the developed selection mechanism are mainly aimed at effectively improving the ability to avoid dwindling into local optimal (LO) and the convergence accuracy. To reach next-level strong results for image segmentation and better illustrate its effectiveness, we conducted a series of comparative experiments with 30 benchmark functions from IEEE CEC 2014. In the experiment, we compared the developed CCACO with well-known conventional algorithms and advanced ones. All experimental results also show that its convergence speed and solution quality are superior to other algorithms, and its ability to avoid dropping into local optimum (LO) is more reliable than that of its peers. Furthermore, to further illustrate its enhanced performance, we applied it to image segmentation based on multi-threshold image segmentation (MTIS) method with a non-local means 2D histogram and Kapur's entropy. In the experiment, it was compared with existing competitive algorithms at low and high threshold levels. The experimental results show that the proposed CCACO achieves excellent segmentation results at both low and high threshold levels. For any help and guidance regarding this research, readers, and industry activists can refer to the background info at http://aliasgharheidari.com/.
机译:蚁群优化(ACO)是最重要的基于群体的求解器,用于实现离散问题。为了使其适用于解决连续问题,已经提出了ACO(ACOR)的变型。根深蒂固的ACO总是在受过良好教育的研究人员的眼中脱颖而出,是实现对现实世界问题的最佳定位方式之一。然而,锐频有一些随机部件,需要在溶液质量和收敛速度方面进一步提高。因此,为了有效地改进这些方面,这种深入的研究将水平交叉搜索(HCS)和垂直交叉搜索(VCS)引入核频,并改进了原始锐频的选择机制,以形成一个改进的算法(CCACO)时间。在CCACO中,HCS主要旨在提高收敛速度。同时,VCS和开发的选择机制主要旨在有效地提高避免将DWWINDLED流入局部最佳(LO)和收敛精度的能力。为了达到图像分割的下一级强大结果,更好地说明其有效性,我们通过IEEE CEC 2014进行了一系列具有30个基准功能的比较实验。在实验中,我们将开发的CCACO与众所周知的传统算法和先进的算法进行了比较。所有实验结果也表明,其收敛速度和溶液质量优于其他算法,其避免局部最佳(LO)的能力比其同行更可靠。此外,为了进一步说明其增强的性能,我们将其应用于基于具有非本地装置2D直方图和Kapur的熵的多阈值图像分割(MTIS)方法的图像分割。在实验中,它与低阈值水平的现有竞争算法进行了比较。实验结果表明,所提出的CCACO在低阈值和高阈值水平上实现了出色的分段结果。对于有关本研究的任何帮助和指导,读者和行业活动家可以参考http://aliasgharheidari.com/的背景信息。

著录项

  • 来源
    《Expert systems with applications》 |2021年第4期|114122.1-114122.38|共38页
  • 作者单位

    Changchun Normal Univ Coll Comp Sci & Technol Changchun 130032 Jilin Peoples R China;

    Changchun Normal Univ Coll Comp Sci & Technol Changchun 130032 Jilin Peoples R China;

    Changchun Normal Univ Coll Comp Sci & Technol Changchun 130032 Jilin Peoples R China;

    Univ Tehran Coll Engn Sch Surveying & Geospatial Engn Tehran Iran|Natl Univ Singapore Sch Comp Dept Comp Sci Singapore Singapore;

    Duy Tan Univ Inst Res & Dev Da Nang 550000 Vietnam;

    Univ Oberta Catalunya IN3 Comp Sci Dept Castelldefels 08860 Spain|Univ Guadalajara Dept Ciencias Computacionales CUCEI Av Revolucion 1500 Guadalajara 44430 Jalisco Mexico;

    Sejong Univ Dept Software Seoul 143747 South Korea;

    Wenzhou Univ Coll Comp Sci & Artificial Intelligence Wenzhou 325035 Zhejiang Peoples R China;

  • 收录信息
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Ant colony optimization; Continuous optimization; Multi-threshold image segmentation; Kapur#8217; s entropy; 2D histogram;

    机译:蚁群优化;连续优化;多阈值图像分割;kapur’s熵;2d直方图;

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