Entropy-based circular histogram thresholding for color image segmentation

被引:0
作者
Chao Kang
Chengmao Wu
Jiulun Fan
机构
[1] Xi’an University of Posts and Telecommunications,School of Communication and Information Engineering
[2] Xi’an University of Posts and Telecommunications,School of Electronic Engineering
来源
Signal, Image and Video Processing | 2021年 / 15卷
关键词
Color images segmentation; Circular histogram; Cumulative distribution function; Fuzzy entropy;
D O I
暂无
中图分类号
学科分类号
摘要
Circular histogram thresholding on hue component is an important method in color image segmentation. However, existing circular histogram thresholding method based on Otsu criterion lacks the universality. To reduce the complexity and enhance the universality of thresholding on circular histogram, the cumulative distribution function is firstly introduced into circular histogram. Then, this paper expands circular histogram into the linearized one in anticlockwise direction or clockwise one by using optimal entropy of cumulative distribution function. In the end, fuzzy entropy thresholding method is utilized on linearized histogram to select optimal threshold for color image segmentation. Experimental results indicate that the proposed method has better performance and adaptability than the existing circular histogram thresholding method, which can increase pixel accuracy index by 30.12% and structure similarity index by 27.53%, respectively.
引用
收藏
页码:129 / 138
页数:9
相关论文
共 50 条
[41]   An adaptive bacterial foraging algorithm for fuzzy entropy based image segmentation [J].
Sanyal, Nandita ;
Chatterjee, Amitava ;
Munshi, Sugata .
EXPERT SYSTEMS WITH APPLICATIONS, 2011, 38 (12) :15489-15498
[42]   Multi-Level Image Thresholding Based on Modified Spherical Search Optimizer and Fuzzy Entropy [J].
Alwerfali, Husein S. Naji ;
Al-qaness, Mohammed A. A. ;
Abd Elaziz, Mohamed ;
Ewees, Ahmed A. ;
Oliva, Diego ;
Lu, Songfeng .
ENTROPY, 2020, 22 (03)
[43]   Multiscale Fuzzy Entropy-Based Feature Selection [J].
Wang, Zhihong ;
Chen, Hongmei ;
Yuan, Zhong ;
Wan, Jihong ;
Li, Tianrui .
IEEE TRANSACTIONS ON FUZZY SYSTEMS, 2023, 31 (09) :3248-3262
[44]   ON CONTINUITY OF THE ENTROPY-BASED DIFFERENTLY IMPLICATIONAL ALGORITHM [J].
Tang, Yiming ;
Pedrycz, Witold .
KYBERNETIKA, 2019, 55 (02) :307-336
[45]   Fuzzy Entropy-Based Spatial Hotspot Reliability [J].
Di Martino, Ferdinando ;
Sessa, Salvatore .
ENTROPY, 2021, 23 (05)
[46]   Multilevel Image Thresholding Established on Fuzzy Entropy Using Differential Evolution [J].
Dixit, Abhishek ;
Kumar, Sushil ;
Pant, Millie ;
Bansal, Rohit .
HYBRID INTELLIGENT SYSTEMS, HIS 2017, 2018, 734 :82-91
[47]   Producing fuzzy inclusion and entropy measures and their application on global image thresholding [J].
Athanasios C. Bogiatzis ;
Basil K. Papadopoulos .
Evolving Systems, 2018, 9 :331-353
[48]   Producing fuzzy inclusion and entropy measures and their application on global image thresholding [J].
Bogiatzis, Athanasios C. ;
Papadopoulos, Basil K. .
EVOLVING SYSTEMS, 2018, 9 (04) :331-353
[49]   Microscopic Image Thresholding using Restricted Equivalence Function based Fuzzy Entropy Minimization and Bat Algorithm [J].
Roy, Hiranmoy ;
Dhar, Soumyadip ;
Choudhury, Poushali ;
Biswas, Abhirup ;
Chatterjee, Abhrak .
2018 2ND INTERNATIONAL CONFERENCE ON ELECTRONICS, MATERIALS ENGINEERING & NANO-TECHNOLOGY (IEMENTECH), 2018, :58-63
[50]   Fuzzy Edge Detection Based on Maximum Entropy Thresholding [J].
Singh, Sanjay Kumar ;
Pal, Kirat ;
Nigam, Madhav J. .
IETE JOURNAL OF RESEARCH, 2011, 57 (04) :325-330