基于群体智能的思维进化算法及其在图像分割中的应用
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
图像分割是图像处理和计算机视觉中的基本技术,是大多数图像分析及视觉处理的重要组成部分,也是成功进行图像分析、理解与描述的关键步骤。随着医学图像处理技术的不断发展,图像分割在医学应用中的意义越来越重要,分割后的医学图像已被广泛应用于各种领域。基于医学应用领域的特殊性及对辅助医生正确诊断疾病关系着人们生命健康的要求,准确而快速的医学图像分割具有重要的理论意义和实用价值。
     本文以思维进化算法与群体智能算法为研究对象,提出基于群体智能的思维进化算法(swarm intelligence based mind evolutionary algorithm, SIMEA)并应用于图像分割领域,属于信息科学、计算机科学、自动化科学的交叉和前沿研究领域。具体包括以下几部分:
     (1)在研究思维进化算法和群体智能的基础上,提出利用群体智能哲学思想改进思维进化算法,给出其一般流程,并在此框架下证明算法的收敛性。
     (2)借鉴群体智能的特点,设计具体的改进思维进化算法的策略。在思维进化算法的初始阶段引入混沌序列,给出改进的混沌初始化策略,并提出定量的评价指标;提出子群体迁徙策略,使算法充分利用群体信息共享,提高算法收敛速度;提出异化过程中拥挤浓度控制策略,使算法保持种群多样性,避免算法早熟;数值优化实验表明该算法具有良好的性能。
     (3)探索SIMEA在图像分割中的应用。针对Shannon信息熵存在的问题,提出了模糊指数熵的新定义,基于此定义给出了一维和二维的图像模糊指数熵,并应用于图像分割中,作为优化算法的适应度函数,利用SIMEA优化模糊隶属度函数参数,并根据隶属度分割图像,减少运算时间。
     (4)进一步探索SIMEA在医学HRCT图像分割中的应用。在医学图像分割过程中,利用粒计算,加入专业医学领域知识,通过粒的粒化、合成和跳转运算,完成HRCT图像分割,在此过程中应用SIMEA优化粒的粒化,提高算法效率。
     本文的创新性成果如下:
     (1)提出一种基于群体智能的思维进化算法,给出算法的一般流程及收敛性证明。
     (2)提出改进的混沌初始化策略,并设计三个评价初始化群体的量化指标。
     (3)提出子群体迁徙策略和拥挤浓度策略,改进后的算法提高群体信息的利用,充分发挥信息共享,在提高算法收敛速度的同时保证算法全局收敛性。
     (4)定义模糊指数熵及图像的一维和二维模糊指数熵,应用于图像分割,将分割过程转化为参数优化过程。
     (5)提出基于SIMEA和粒计算的医学HRCT图像分割方法。
Image segmentations are foundamental technologies of image processing and computer vision. They are important parts of many image analysis and visual systems and they are also success keys for analysis, understanding and description of images. With the developments of the medical image processing technology, image segmentations in medical applications are more and more important and the segmented medical images have been widely applied in various fields. Based on the specificity of the medical applications and assistance to diagnose diseases correctly, which is relation to the people's lives and health, accurate fast segmentations of medical images have the important theoretical and practical values.
     This paper studies mind evolutionary algorithm and swarm intelligence, proposes the swarm intelligence based mind evolutionary algorithm (SIMEA) and applies it in image segmentations. The study belongs to the cross-frontier research area of information science, computer science and automation science. This paper mainly includes the following sections.
     (1) Based on the research of MEA and swarm intelligence, the paper improves MEA by philosophic thinking of swarm intelligence, gives its general process, and proves the convergence of the algorithm in this framework.
     (2) This paper proposes specific improved strategies for MEA based on the characteristics of swarm intelligence. It introduces the chaos sequence to the initial stages of MEA, gives the improved strategy of chaotic initialization and presents three quantitative evaluation indexes. It proposes group migration strategy, which fully uses the information sharing and enhances the convergence speed. It designs dissimilation strategy with density control, which ensures population deversity and avoids premature. The experimental results of numerical optimization show that the improved algorithm has good performances.
     (3) This paper proposes image segmentations based on SIMEA. For the problems of Shannon entropy, it gives a new definition of fuzzy exponent entropy, and shows fuzzy exponent image entropy with one or two dimension based on the new definition, which are used as fitness functions during image segmentation optimization. It optimizes parameters of fuzzy membership functions by SIMEA, fulfills image segmentations by membership degrees, reduces the computation time.
     (4) This paper studies further the application of MEA in medical HRCT image segmentation. During the process of medical image segmentations, it introduces professional medical knowledges by granular computing, segments medical HRCT images by granulating, synthesis and conversion of granules. During the process, it applies SIMEA in granule optimizations to improve the algorithm efficiency.
     The innovations of this paper are as follows.
     (1) It proposes mind evolutionary algorithm based on swarm intelligence and gives a general process and the proof of convergence.
     (2) It presents chaotic initialization strategy and designes three quantitative indexes for initial population evaluation.
     (3) It proposed group migration strategy and density control strategy, which shares the information fully and achieves the best balance between the global convergence and the searching velocity.
     (4) It defines fuzzy exponent entropy and image entropy with one or two dimension, which are applied in image segmentation and transform segmentation into parameters optimization.
     (5) It shows a method of medical HRCT segmentation based on SIMEA and granular computing.
引文
[1]Hong J-S, Kaneko T, Sekiguchi K, et al. Automatic Liver Tumor Detection from CT[J]. IEICE Trans Inf & Syst,2001, E84-D(6):741-748.
    [2]Karssemeijer N. Adaptive noise equalization and image analysis in mammography[C]. Information Processing in Medical imaging:13th International Conference, IPMI'93, AZ, USA,1993:472-486.
    [3]Cao Tianrui, Xie Gang, Wang Fang, Yan Chengdong. Texture features extraction of chest HRCT image[C].2010 International Conference on Biomedical Engineering and Computer Science, ICBECS2010.
    [4]史忠植.高级人工智能[M].北京:科学出版社,1998.
    [5]Holland, J. H. Adaptation in Natural and Artificial Systems [M]. Ann Arbor, MI:University of Michigan Press,1975.
    [6]Goldberg, David E. Genetic Algorithms in Search, Optimization and Machine Learning [M]. Kluwer Academic Publishers, Boston, MA,1989.
    [7]Rudolph G. Convergence analysis of canonical genetic algorithm [J]. IEEE Trans. Neural Networks, Special Issue on Evolutional Computing,1994,5(1):96-101.
    [8]A. E. Eiben, E. H. L. Aarts, K. M. Van Hee. Global convergence of genetic algorithms:An infinite Markov chain analysis, In Parallel Problem Solving from Nature [J]. Berlin:Springer Verlag,1991: 4-12.
    [9]G Rudolph. Convergence analysis of canonical genetic algorithms, IEEE Trans [J]. on Neutral Networks,1994,5(1):96—101.
    [10]于志刚,宋申民,段广仁,遗传算法的机理与收敛性研究[J].控制与决策,2005,20(9):971-980.
    [11]明亮,王宇平.关于一类遗传算法收敛速度的研究[J].计算数学,2007,29(1):15-26.
    [12]马永杰,马义德,蒋兆远,孙启国.一种快速遗传算法及其收敛性[J].系统工程与电子技术,2009,31(3):714-7]8.
    [13]Zhao X Y, Nie Z K. The Markov Chain Analysis of Premature Convergence of Genetic Algorithms [J].Chinese Quarterly Journal of Mathematics,2003,18(4):364-368.
    [14]CZ Janikow, Z. Michalewicz. An experimental comparison of binary and floating point representations in genetic algorithms[C]. In Proc. of the 4th International Conference on Genetic Algorithms, San Mateo, CA:Morgan Kaufman,1991:31-36.
    [15]X. Qi, EPalmieri. Theoretical analysis of evolutionary algorithms with an infinite population size in continues space[J]. IEEE trans on Neural Networks,1994,5(1):102-119.
    [16]M.D. Vose. Generalizing the notion of schema in genetic algorithms[J]. Artificial Intelligence,1991, 50:385-396.
    [17]Nicol N. Schraudolph, Richard K. Belew. Dynamic parameter encoding for genetic algorithms[J]. Machine Learning,1992,9(1):0009-0021.
    [18]李茂军,童调生.单亲遗传算法编码方式的研究[J].长沙电力学院学报(自然科学版),2000,15(3):0011-0013.
    [19]李克婧,张小兵.改进型实数编码遗传算法在内弹道优化中的应用[J].弹道学报,2009,21(3):19-22.
    [20]赵大溥,何光宇,钟金,倪以信.解决电力市场无功优化问题的序优化级联编码遗传算法[J].电力自动化设备,2008,28(2):1-5.
    [21]李绍新.动态光散射测量粒径分布的格雷码编码遗传算法反演运算[J].计算物理,2008,25(3):323-329.
    [22]J. Song, H. Zhang, Q. Meng, and Z. Wang. Cryptanalysis of four-round DES based on genetic algorithms[C]. Proceedings of the International Conference on Wireless Communications, Networking and Mobile Computing, Springer-Verlag, LNCS,2007,4683:583-590.
    [23]A. Garrett, J. Hamilton, G. Dozier. Genetic algorithm techniques for the cryptanalysis of TEA[J]. International Journal on Intelligent Control and Systems Special Session on Information Assurance. 2007,12:325-330.
    [24]C.-Y. Lee. Entropy--Boltzmann selection in the genetic algorithms[J]. IEEE Trans. Syst., Man, Cybern. B, Cybern.,2003,33(1):138-149.
    [25]Deb K., An, A.,Joshi D.. A computationally efficient evolutionary algorithm for real-parameter evolution[J]. Evolutionary Computation Joumal.2002,10(4):371-395.
    [26]J. J. Grefenstette. Optimization of control parameters for genetic algorithms[J]. IEEE Transactions on Systems, Man, and Cybernetics,1986,16(1):122-128.
    [27]Kargupta H. Information transmission in genetic algorithm and shannon's second theorem[EB]. llliGAL Report:http://gal4.ge.uiuc.edu/illigal.home.htm.
    [28]Shannon CE. The mathematical theory of communication[J]. Bell systems teehnical journal,1948, 27(4):379-423 and 623-656.
    [29]刘学增,周敏.改进的自适应遗传算法及其工程应用[J].同济大学学报(自然科学版),2009,37(3):303-307.
    [30]M. Chen, Q. Lu. A hybrid model based on genetic algorithm and ant colony algorithm[J]. Journal of Information & Computational Science,2005,2:647-653.
    [31]Tarek A.EI-Mihoub, A.Hopgood, L.Nolle, A.Battersby. A self-adaptive Baldwinian search in hybrid genetic algorithms[C]. Computational Intelligence, Theory and applications International Conference 9th Fuzzy Days in Dortmund, Germany, Springer,2006:597-602.
    [32]梁旭,刘鹏飞,黄明.一种新的动态蚂蚁遗传混合算法应用研究[J].计算机集成制造系统,2008,14(08):1566-1570.
    [33]H. Y XU. Vukovich G Fuzzy evolutionary algorithms and automatic robot trajectory generation[C]. Proc. Of The First IEEE Conference on Evolutionary Computation. Orlando,1994,595-600.
    [34]Fogel D B. System indentification through simulated evolution:a machine learning approach to modeling[M]. Ginn Press,1991.
    [35]F.T.Lin, C.Y.Kao, C.C. Hsu. Applying the genetic approach to simulatedannealing in solving some NP-Hard problems[J]. IEEE Trans. SMC,1993,23(6):1752-1767.
    [36]C. Petersen. Parallel distributed approaches to combinatorial optimization[J]. Neural Computation, 1990,2(3):261-269.
    [37]J. A. Hageman, R. Wehrens, H. A. Van Sprang, L. M. C. Buydens. Hybrid genetic algorithm - tabu search approach for optimising multilayer optical coatings [J]. Analytica Chimica Acta,2003: 211-222.
    [38]David Orvosh, Lawrence Davis. Using a genetic algorithm to optimize problems with feasibility constraints[C].International Conference on Evolutionary Computation,1994:548-553.
    [39]彭晓波,桂卫华,黄志武,胡志坤,李勇刚. GAPSO一种高效的遗传粒子混合算法及其应用[J].系统仿真学报,2008,20(18):5025-5027.
    [40]丁建立,陈增强,袁著祉.遗传算法与蚂蚁算法的融合[J].计算机研究与发展,2003,40(9):1351-1356.
    [41]陈辉,张家树,张超.实数编码混沌量子遗传算法[J].控制与决策,2005,20(11):1300-1303.
    [42]张秀霞,王爽心,吴冠玮.基于混沌遗传和模糊决策算法的多目标负荷经济调度[J].电力自动化设备,2009,29(1):94-98.
    [43]Tarek A.El-Mihoub, Adrian A. Hopgood, Lars Nolle, Alan Battersby. Hybrid genetic algorithms:a review[J]. Engineering Letters,2006,13(2). (Advance onling publication:4 August 2006).
    [44]Goldberg D E. Computer aided gas pipeline operation using genetic algorithms and rule learning[D].University of Michigan.1983.
    [45]王小平,曹立明.遗传算法——理论,应用与软件实现[M].西安,西安交通大学出版社,2000.
    [46]Song, Changhui, Jiang, Yong, Liao, WeiFang. Solution of TSP based on the improved GA[C]. Proceedings of the 2nd International Conference on Modelling and Simulation, ICMS2009,2009,8: 382-387.
    [47]Ugur, Aybars, Korukoglu, Serdar, Caliskan, Ali, Cinsdikici, Muhammed, Alp, Ali. Genetic algorithm based solution for TSP on a sphere[J]. Mathematical and Computational Applications,2009,14(3): 219-228.
    [48]Fukunaga, Alex S., Tazoe, Satoshi. Combining multiple representations in a genetic algorithm for the multiple knapsack problem[C].2009 IEEE Congress on Evolutionary Computation, CEC 2009,2009: 2423-2430.
    [49]Lin, Feng-Tse. Solving the imprecise weight coefficients knapsack problem by genetic algorithms[C]. IEEE International Conference on Systems, Man and Cybernetics, SMC'06,2006,2:1090-1095.
    [50]Peteghem, Vincent Van, Vanhoucke, Mario. A genetic algorithm for the preemptive and non-preemptive multi-mode resource-constrained project scheduling problem[J]. European Journal of Operational Research,2010,201(2):409-418.
    [51]M. Mori, C. Tseng. A genetic algorithm for multi-mode resource constrained project scheduling problem[J]. European Journal of Operational Research,1997,100:134-141.
    [52]H. Aytug, M. Khouja, B. Vergara. Use of genetic algorithms to solve production and operations management problems:A review[J]. International Journal of Production Research.2003,17: 3955-4009.
    [53]Cebrian, Juan Carlos, Kagan, Nelson. Reconfiguration of distribution networks to minimize loss and disruption costs using genetic algorithms[J]. Electric Power Systems Research,2010,80(1):53-62.
    [54]Gen M, G Zhou, J R Kim. Genetic algorithm for solving network design problems:state-of-the-art survey[J]. IEIC Technical Report (Institute of Electronics, Information and Communication Engineers),1999,99(96):51-62.
    [55]Derbali, Lotfi, Bouamama, Sadok. Hammami, Moez, Khaled, Ghedira. D3G2A:The dynamic distributed double guided genetic algorithm for the K-Graph partitioning problem [C]. Proceedings of the 19th IASTED International Conference on Parallel and Distributed Computing and Systems, 2007:417-422.
    [56]Maclay D, Dorey R. Applying genetic search techniques to drivetrain modeling[J]. IEEE Control Systems, Special Issue on Intelligent Control,1993,13(3):50-55.
    [57]Karr C L. Design of an adaptive fuzzy logic controller using genetic algorithm[C]. Proceedings of the Fourth International Conference on Genetic Algorithms (ICGA 4), Belew, R. K., Booker, L. B. (eds.), San Mateo, CA:Morgan Kaufmann Publishers,1991:450-457.
    [58]Freeman L M. Turning fuzzy logic controller using genetic algorithms aerospace applications[C]. Proceedings of the AAAIC'90 Conference, Dayton,1990:351-358.
    [59]El Ansary, A.M., El Damatty, A.A., Nassef, A.O. A coupled finite element genetic algorithm technique for optimum design of steel conical tanks[J]. Thin-Walled Structures,2010,48(3): 260-273.
    [60]王艳敏,冯勇,陆启良.基于遗传算法的柔性机械手高阶终端滑模控制[J].吉林大学学报(工学版),2009,39(06):1563-1567.
    [61]杨建军,丁玉成,赵万华.基于双重编码遗传算法和图论的自压树状管网优化[J].农业机械学报,2010,41(1):81-85.
    [62]Lo, C.H., Chan, P.T., Wong, Y.., Rad, A.B., Cheung, K.L. Fuzzy-genetic algorithm for automatic fault detection in HVAC systems[J]. Applied Soft Computing Journal,2007,7(2):554-560.
    [63]Loredo-Flores, Ambrocio, Gonzalez-Galvan, Emilio J., Cervantes-Sanchez, J. Jesus, Martinez-Soto, Alvaro. Optimization of industrial, vision-based, intuitively generated robot point-allocating tasks using genetic algorithms[J]. IEEE Transactions on Systems, Man and Cybernetics Part C:Applications and Reviews,2008,38(4):600-608.
    [64]Frank J.Villegas, Tom Cwik, Yahya Rahmat-Samii etc.. A parallel electromagnetic genetic-algorithm optimization (EGO) application for patch antenna design[J]. IEEE Transactions on Antenna and Propagation,2004,52(9):2424-2434.
    [65]Roy, Kaushik, Bhattacharya, Prabir. Iris recognition using genetic algorithms and asymmetrical SVMs[J]. Machine Graphics and Vision,2010,19(1):33-62.
    [66]Mohamad M. Awad, Kacem Chehdi. Satellite image segmentation using hybrid variable genetic algorithm[J]. International Journal of Imaging Systems and Technology,2009.19(3):187-198.
    [67]Zhang, C.J., Wang, X.D.Typhoon cloud image enhancement and reducing speckle with genetic algorithm in stationary wavelet domain[J]. IET Image Processing,2009,3(4):200-216.
    [68]Motohide Yoshimura, Syunichiro OE. Edge detection of texture image using genetic algorithms[C]. SICE'97, July,29-31.
    [69]章琳,方志军,汪胜前,杨凡,刘国栋.基于遗传算法的多小波自适应去噪方法研究[J].红外与毫米波学报,2009,28(1):77-80.
    [70]Chang-Shing Lee, Shu-Mei Guo, Chin-Yuan Hsu. Genetic-based fuzzy image filter and its applicationto image processing[J]. IEEE Transactions On Systems, Man And Cybernetics-Part B:Cybernetics,2005,35(4):694-711.
    [71]Zhang, Changjiang, Lu, Juan. Satellite cloud image enhancement by genetic algorithm with fuzzy technique[C].2009 International Conference on New Trends in Infonnation and Service Science, NISS 2009,2009:1090-1095.
    [72]曾翎,王美玲,陈华富.遗传模糊C-均值聚类算法应用于MRI分割[J].电子科技大学学报,2008,37(4):627-628.
    [73]I. Rechenberg. Cybernetic solution path of an experimental problem[J]. Royal Aircraft Establishment, Farnborough, U.K., Library Translation No.1122,1965.
    [74]Liang Yong. Accelerated strategies of evolutionary algorithms for optimization problem and their applications[D]. The Chinese University of HongKong,2003.
    [75]Beyer, Hans-Georg. The theory of evolution strategies[M]. Berlin Heidelberg:Springer-Verlag. 2001.
    [76]Beyer, Hans-Georg. Toward a theory of evolution strategies: On the benefit of sex-the(μ/μ,λ)-theory[J]. Evolutionary Computation,1995,3:81-11.
    [77]Fogel L. J., Owens A. J., Walsh M. J.. Artificial intelligence through simulated evolution[M]. John Wiley,1966.
    [78]Fogel D. B.. Evolutionary computation:toward a new philosophy of machine intelligence[M]. IEEE Press,1995.
    [79]Koza J.R.. Genetic Programming:On the Programming of Computers by Means of Natural Selection[M]. MIT Press,1992.
    [80]Garis H. De. An artificial brain:ATR's CAM-Brain project aims to build/eolve an artificial brain with a million neural net modules inside a trillion cell cellular automata machine[J]. New Generation Computing,1994,12:215-221.
    [81]Adleman L.. Molecular computation of solution to combinatorial problems[J]. science,1994, 266(11):1021-1024.
    [82]支凌迎,殷志祥,黄晓慧,胡娟.DNA计算研究概述与分析[J].系统工程与电子技术,2009,31(06):1462-1466.
    [83]孙承意,谢克明.思维进化—高效率的进化计算方法[C].第三届全球智能控制与自动化大会论文集:中国,合肥,2000,118-121.
    [84]孙承意,谢克明,程明琦.基于思维进化及其学习的框架及新进展[J].太原理工大学学报,1999,30(5):453-457
    [85]Wang Chuanlong, Xie Kerning. Convergence of a new evolutionary computation algorithm in continuous state space[J]. International Journal of Computer Mathematics,2002,79(1):27-37.
    [86]王川龙,孙承意.基于思维进化的MEBML算法的收敛性研究[J].计算机研究与发展,2000,37(7):838-842.
    [87]曾建潮.基于思维进化机器学习的自适应趋同策略[J].计算机工程与科学,2000,22(4):95-107.
    [88]曾建潮,查凯.基于思维进化机器学习的异化策略研究[C].第三届全球智能控制与自动化大会论文集,中国合肥,2000:129-131.
    [89]谢克明,杜永贵,孙承意.基于思维进化机器学习算法在水泥生料配比中的应用[C].第三届全球智能控制与自动化大会论文集:中国,合肥,2000.6.28-2000.7.2,132-134
    [90]Keming Xie, Changhua Mou, Gang Xie. A new MEBML-based algorithm for adjusting parameters on-line[C]. The 5th International Conference on Signal Processing.2000 5th International Conference on Signal Processing Proceedings (ICSP 2000, WCC2000), Aug.,2000, Beijing, China, 1714-1717
    [91]Keming Xie, Changhua Mou, Gang Xie. The multi-parameter combination mind-evolutionary-based machine learning and its application[C]. Proceedings. Of 2000 IEEE International Conference on Systems, Man, and Cybernetics (SMC2000),2000.10, Music City Sheraton, Nashville, Tennessee, USA,183-187
    [92]Kerning Xie, Changhua Mou, Gang Xie. A MEBML-based adaptive fuzzy logic controller[C]. Proceedings. Of 2000 IEEE International Conference on Industrial Electronics, Control and Instrumentation,21st Century Technologies and Industrial Opportunities, October 22-28,2000, Nagoya Congress Center, Nagoya, Japan,1492-1496
    [93]Keming Xie, Yuxia Qiu, Gang Xie. Convergence analysis of mind evolutionary algorithm based on functional-analysis[C].5th IEEE International Conference on Cognitive Informatics (ICCI'06), 707-710.
    [94]谢克明,邱玉霞.基于数列模型的思维进化算法收敛性分析[J].系统工程与电子技术,2007,29(2):308-311.
    [95]陈泽华,谢刚,谢克明.基于不动点原理的思维进化算法的收敛性证明[J].计算机科学.2005,32(8A):240-242.
    [96]张小丽,范守文.基于自适应思维进化算法的容错控制仿真研究[J].系统仿真学报,2009,21(22):7243-7247.
    [97]刘建霞,王芳,谢克明.基于改进的思维进化算法的宽带阻抗变换器设计[J].中北大学学报(自然科学版),2008,29(5):435-438.
    [98]Chengyi Sun, Lijun Wei, Yan Sun. The performance of a modified MEBML system in noisy environment[C].1999 IEEE International Conference on Systems, Man, and Cybernetics (SMC'99), Vol.5, Oct,12-15,1999, Tokyo, Japan:613-617.
    [99]Jianxia Liu, Minmin Dai, Keming Xie. Multimapping Chaotic Mind Evolution Algorithm[C]. International Workshop on Intelligent Systems and Applications (ISA2009), May 23-24,2009, Wuhan, China:561-564.
    [100]Lijun Wei, Yan Sun, Chengyi Sun. A more efficient similartaxis strategy of MEBML[C]. IASTED International Conference on Modeling and Simulation (IASTEDMS'99), Pittsburgh, Pennsylvania, USA,1999:1-5.
    [101]李婷,谢刚,张晶.基于免疫思维进化算法的PID参数整定[C].第27届中国控制会议.中国昆明,2008:51-55.
    [102]刘洋.基于思维进化计算和蚂蚁算法的网格资源分配[J].计算机工程,2007,31(07):172-189.
    [103]Qiu Yuxia, Xie Keming. A new mind evolutionary algorithm based on information entropy[C].2009 International Conference on Computer Engineering and Technology, ICCET 2009, v 1:191-194,
    [104]Jie Jing, Zeng Jianchao, Han Chongzhao. An extended mind evolutionary computation model for optimizations[J]. Applied Mathematics and Computation,2007,185(2):1038-1049.
    [105]Gaowei Yan, Gang Xie, Yuxia Qiu, Zehua Chen. MEA Based Nonlinearity Correction Algorithm for the VCO of LFMCW Radar Level Gauge[C]. The Tenth International Conference on Rough Sets, Fuzzy Sets, Data Mining, and Granular Computing, August 31 st-September 3rd,2005, University of Regina, Canada:461-470.
    [106]Yuxia Qiu, Gang Xie, Keming Xie. Multi-model Parallel Tuning for Two Degree-of-Freedom PID Parameters[C]. Proc. of 6th International Symposium on Test and Measurement, Dalian, Chnia, June 1-4,2005:1162-1165
    [107]郝晓丽,谢克明,多级思维进化寻优的模糊PID控制器设计[J].太原理工大学学报,2004,35(2):130-133.
    [108]Ma Fangqing, Liu Yunxia. Mind-evolution-based machine learning for dynamic quality control of raw materials in a cement plant[C]. Proceedings of the Fifth World Congress on Intelligent Control and Automation (WCICA),2004, v 3:2409-2414.
    [109]邱玉霞,谢刚,谢克明.基于思维进化算法的fuzzy控制系统设计与仿真[J].计算机科学,2005,32(8A):112-114.
    [110]Xie Gang, Gao Jinlan, Xie Keming. Fuzzy Modeling Based on Rough Sets and Mind Evolutionary AlgorithmfC]. In:Proc. of the Sixth International Conference on Electronic Measurement and Instruments, Taiyuan, China,2003:109-112.
    [111]Sun Yan, Sun Yu, Sun Chengyi. Clustering and reconstruction of color images using MEBML[C]. Proc. of Inter. Conf. on Neural Networks & Brain(ICNN&B'98), Beijing, China,1998:361-365.
    [112]Sun Yan, SunChengyi, WangWanzhen. Color images segmentation by using new definition for connected components[C]. Proc. Of 5th Int. Conf. On Signal Processing (WCC2000-ICSP2000), Edited by:Baozong Yuan & Xiaofang Tang, IEEE Press,2000:863-868.
    [113]Cheng Mingqi. Gray image segmentation on MEBML frame[C]. Proc.3rd World Congresson Intelligent Control and Automation(WCICA2000):Hefei, P.R.China. Press of University of Science and Technology of China,2000:135-137.
    [114]张捷,谢刚.基于Fisher准则的免疫思维进化算法在图像阈值寻优中的应用[J].太原理工大学学报,2009,40(03):225-228.
    [115]Chengyi Sun, Yan Sun, Jianzheng Wang, Kerning Xie. Shape matching of small objects using MEBML[C]. Proceeding of 1999 IEEE International Conference on Intelligent Engineering Systems (INES'99), Poprad, HighTatras, StaraLesna, Slovakia,1999:99-104.
    [116]Kennedy J, Eberhart R C, SHIY. Swarm Intelligence[M]. San Francisco, USA:Morgan Kaufmann Publishers,2001.
    [117]Bonabeau E, Dorigo M, Theraulaz G. Swarm Intelligence[M]. From Natural to Artificial Systems. New York:Oxford Univ.,1999.
    [118]Millonas, M. M. Swarms, phase transitions, and collective intelligence[M]. C. G. Langton, Ed., Artificial Life Ⅲ. Addison Wesley, Reading, MA.1994.
    [119]Kennedy, J., Eberhart, R., Particle Swarm Optimization[C]. Proceedings of IEEE Conference on Neural Networks, Perth, Australia,1995:1942-1948.
    [120]S. Agrawal, Y. Dashora, M. K. Tiwari, and Y.-J. Son, Interactive particle swarm:A pareto-adaptive metaheuristic to multiobjective optimization[J]. IEEE Trans. Syst., Man, Cybern. A, Syst., Humans, 2008,38(2):258-277.
    [121]Kemmoe Tchomte, Sylverin, Gourgand, Michel. Particle swarm optimization:A study of particle displacement for solving continuous and combinatorial optimization problems[J]. International Journal of Production Economics,2009,121(1):57-67.
    [122]Colorni A, Dorigo M, Maniezzo V. Distributed optimization by ant colonies[C]. Proceedings of ECAL91-European Conference on Artificial Life. Paris, France:Elsevier Publishing,1991:134-142.
    [123]Mullen, R.J., Monekosso, D., Barman, S., Remagnino, P.. A review of ant algorithms[J]. Expert Systems with Applications,2009,36(6):9608-9617.
    [124]Olle Haggstrom. Finite Markov Chains and Algorithmic Applications[M]. New York:Cambridge university press,2002.
    [125]K. A. De Jong. An analysis of the behavior of a glass of genetic adaptive systems[D]. University of Michigan,1975.
    [126]D. Muhlenbein, H. Schomisch, J. Born. The parallel genetic algorithm as function optimizer[J]. Parallel Computing,1991:619-632.
    [127]Li T Y, Yorke J A. Period three implies chaos[J]. American Mathematical. Monthly,1975,82(10): 985-992.
    [128]Lorenz E N. Deterministic nonperiodic flow[J] Journal of Atmospheric Sciences,20(2):130-148.
    [129]May R M. Simple mathematical models with very complicated dynamics[J]. Nature,1976, 261(5560):459-467.
    [130]Di He, Chen He, Ling-ge Jiang, et al. Chaotic characteristics of a one-dimensional iterative map with infinite collapses [J]. IEEE Trans on Circuits and Systems-Ⅰ:Fundamental Theory and Applications, 2001,48(7):900-906.
    [131]Krink T, Vesterstroem J S,Riget J. Particle swarm optimizationwith spatial particle extension[C]. Proc. of the IEEE congress on Evolutionary Computation (CEC). Honolulu:IEEE,2002:1474-1479.
    [132]Reynolds, C.W.:Flocks, herds and schools:A distributed behavioral model[C]. SIGGRAPH'87: Proceedings of the 14th annual conference on computer graphics and interactive techniques, New York, NY, USA, ACM Press,1987:25-34.
    [133]侯志荣,吕振肃.基于MATLAB的粒子群优化算法及其应用[J].计算机仿真,2003,20(10):68-70.
    [134]Pal SK, King RA. On edge detection of X-ray images using fuzzy set[J]. IEEE Transactions on PAMI,1983(5):69-77.
    [135]谭玉敏,槐建柱,唐中实.一种融合边缘信息的面向对象遥感图像分割方法[J].光谱学与光谱分析,2010,30(6):1624-1627.
    [136]Xue J H, Zhang Y J, Lhl X G. Rayleigh-Distdbution based Minimum Error Thresholding for SAR Images[J]. Journal of Electronics,1999,16(4):336-342.
    [137]陆佳政,张红先,方针,李波.自适应分割闽值在覆冰厚度识别中的应用[J].高电压技术,2009,35(3):563-567.
    [138]Cuevas Erik, Zaldivar Daniel, Perez-Cisneros Marco. A novel multi-threshold segmentation approach based on differential evolution optimization[J]. Expert Systems with Applications,2010, 37(7):5265-5271.
    [139]童小念,施博,王江晴.基于量子粒子群算法的双阈值图像分割方法[J].四川大学学报(工程科学版),2010,42(3):132-138.
    [140]Horowitz S.L., Pavlidis, T. Picture segmentation by a directed split-and-merge procedure[C]. Proceedings of second international joint conference on pattern recognition,1974:424-433.
    [141]Shu-Yen Wan, W. E. Higgins. Symmetric region growing[C]. Proceedings of the International IEEE conference on Image Processing,Vancouver Canada,2000:96-99.
    [142]胡正平,谭营.基于目标模糊置信度描述驱动的区域能量进化增长图像分割算法[J].自动化学报,2008,34(09):1047-1052.
    [143]T.Zoller, J. M. Buhmann. Robust Image Segmentation Using Resampling and Shape Constraints[J]. IEEE Transactions on pattern analysis and machine intelligence,2007,29(7):1147-1164.
    [144]T. E Chan, L. A. Vese. Active Contours without edges[J]. IEEE transactions on image processing, 2001,10(2):266-277.
    [145]H. Park,T. Schoepflin, Y Kim. Active Contour with Gradient Directional Information:Directional Snake[J]. IEEE Trans. on circuits and systems for video technology,2001,11(2):252-256.
    [146]Luengo-Oroz Miguel A., Faure Emmanuel, Angulo Jesus. Robust iris segmentation on uncalibrated noisy images using mathematical morphology[J]. Image and vision computing,2010,28(2): 278-284.
    [147]傅祖芸.信息论—基础理论与应用[M].电子工业出版社,2005.
    [148]PUN, T., A new method for grey-level picture thresholding using the entropy of the histogram[C]. Signal Processing,1980,2.
    [149]Kapur, J.N., Sahoo, P.K., Wong, A.K.C.. A new method for grey-level picture thresholding using the entropy of the histogram[C]. Comput. Graphics, Vision & Image Process.,1985,29.
    [150]金立左,夏良正.模糊划分熵的新定义及其在图像分割中的应用[J].红外与毫米波学报,2000,19(3):219-223.
    [151]Liang Kai Huang, Mao Jiun J. Wang. Image Thresholding by Minimizing the measure of Fuzziness[J]. Pattern Recognition,1995,28(1):41-51.
    [152]R. Bansal, L. H. Staib, Z. Chen, A. Rangarajan, J. Knisely, R, Nath, J.S. Duncan. Entropy-based, multiple-portal-to-3D CT registration for prostate radio-therapy using iteratively estimated segmentation[J]. Medical Image Computing and Computer-Assisted Intervention,1999, LNCS 1679: 567-578.
    [153]Bourjandi, Masoumeh. Image segmentation using thresholding by local fuzzy entropy-based competitive fuzzy edge detection[C].2009 International Conference on Computer and Electrical Engineering, ICCEE 2009,2009,2:298-301.
    [154]陈延梅,吴勃英,谢泓.基于区间值模糊集熵的图像阈值分割算法[J].哈尔滨工业大学学报,2010,42(05):788-790.
    [155]PAL SK, PAL NR. Object-background classification using a new definition of entropy[J]. Proceedings of IEEE Tran. on Syst., Man and Cybem..1988,773-776.
    [156]Abutaleb A S. Automatic thresholding of gray-level pictures using two dinmensional entropy[J]. CVGIP,1989,47:23-32.
    [157]沈显华,李德玉,林江莉等.基于重构形态学算法的超声心脏图像自动分割[J].航天医学与医学工程,2005,18(04):246-250.
    [158]朱付平,田捷,林瑶等.基于Level Set方法的医学图像分割[J].软件学报,2002,13(9):1866-1872.
    [159]田捷,韩博闻,王岩等.模糊C均值聚类法在医学图像分析中的应用[J].软件学报,2001,12(11):1623-1629.
    [160]Dulyakarn P, Rangsanseri Y. Fuzzy C-Means clustering using spatial information with application to remote sensing[C]. Proceedings of the 22nd Astan Conference on Remote Sensing. Singapore, National University of Singapore Press,2001:212-215.
    [161]Gordan M, Kotropoulos C, Georgakis A. A new Fuzzy C-Means based segmentation strategy applications to lip region dentification[C].2002 IEEE-TTTC International Conference on Automation, Quality and Testing, Robotics. Cluj-Napoca, Romania:IEEE Press,2002,13:1-6.
    [162]Donoho D L, Johnstone I M. Adapting to Unknown Smoothness Via Wavelet s Shrinkage[J]. Journal of the American Statistical Association,1995,90(432):1200-1224.
    [163]Huang N E. The empirical mode decomposition and the Hilbert spectrum for nonlinear and non-stationary time series analysis[J]. Proceedings of the Royal Society of London, Series A Mathematical and Physical Sciences. London,1998, A454:903-995.
    [164]Chan H P, Vyborny C J, McaMahon H. Digital mammography:ROC studies of the efforts of pixel size and unsharp-mask filtering on the detection of subtle microcalcifications[J]. Invest Radio,1987; 22(7):581-589.
    [165]苗夺谦,王国胤,刘清等.粒计算:过去、现在与展望[M].北京:科学出版社,2007.
    [166]李道国,苗夺谦,张红云.粒度计算的理论、模型与方法[J].复旦学报(自然科学版),2004,43(05):837-841.
    [167]YAO Y Y. Granular computing for data mining [A]. Proceedings of SPIE Conference on Data Mining, Intrusion Detection, Information Assurance, and Data Networks Security. Kissimmee, USA, 2006.
    [168]Zadeh L.A. Fuzzy Logic=computing with words [J]. IEEE Transactions on Fuzzy Systems,1996, 4(2):103-111.
    [169]Pawlak, Z. Rough Sets, Theoretical Aspects of Reasoning about Data [M]. Kluwer Academic Publishers, Dordrecht,1991.
    [170]张钹,张铃.问题求解理论及应用[M].北京:清华大学出版社,1990.
    [171]武宜.小气道疾病的HRCT影像特点[J].国外医学临床放射学分册.2005,28(6):397-401.
    [172]曹天蕊.基于粒计算的胸部HRCT纹理特征值提取[D].太原:太原理工大学,2010.
    [173]Levine M D, Nazif A M. Dynamic Measurement of Computer Generated Image Segmentations[J]. IEEE Trans. Pattern Analysis and Machine Intelligence,1985,7:155-164.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700