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KEY ENGINEERING MATERIALS 确实是CA收录的

作者 nagtive
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KEY ENGINEERING MATERIALS 确实是CA收录的
如下图


[ Last edited by nagtive on 2010-2-10 at 22:55 ] 返回小木虫查看更多

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  • nagtive

    不好意思,附件里面加图,好像一直不行,请版主帮忙一下

  • xiaogounihao

    引用回帖:
    Originally posted by nagtive at 2010-02-10 14:20:00:
    不好意思,附件里面加图,好像一直不行,请版主帮忙一下

    把图发来,或者你就直接利用上传功能来发。

  • visitor958

    无论如何,你的文章是会议的文章,还是按CA算最保险,也最合理。。。

  • stoutgun

    引用回帖:
    Originally posted by nagtive at 2010-02-10 14:09:13:
    KEY ENGINEERING MATERIALS 确实是CA收录的
    如下图


    [ Last edited by nagtive on 2010-2-10 at 22:55 ]

    我查到的还是JA,如下:
    1.  An immune particle swarm optimization algorithm for solving permutation flowshop problem
    Qiu, Chang-Hua (College of Mechanical and Electrical Engineering, Harbin Engineering University, Harbin 150001, China); Wang, Can Source: Key Engineering Materials, v 419-420, p 133-136, 2010 Language: English
    Database: Compendex
    Abstract  -  Detailed  -   Full-text

    进入Detailed,如下:
    1.   Accession number:  20094512426482

    Title:  An immune particle swarm optimization algorithm for solving permutation flowshop problem

    Authors:  Qiu, Chang-Hua1, 2 ; Wang, Can1  

    Author affiliation:  1  College of Mechanical and Electrical Engineering, Harbin Engineering University, Harbin 150001, China

    2  Heilongjiang Modern Manufacturing Engineering Research Center, Harbin 150001, China


    Corresponding author:  Qiu, C.-H. (qiuchanghua@hrbeu.edu.cn)  

    Source title:  Key Engineering Materials

    Abbreviated source title:  Key Eng Mat

    Volume:  419-420

    Issue date:  2010

    Publication year:  2010

    Pages:  133-136

    Language:  English

    ISSN:  10139826

    CODEN:  KEMAEY

    Document type:  Journal article (JA)

    Publisher:  Trans Tech Publications Ltd, Laubisrutistr.24, Stafa-Zuerich, CH-8712, Switzerland

    Abstract:  To solve the permutation flowshop problem more effectively, a novel artificial immune particle swarm optimization (PSO) algorithm has been proposed. The new algorithm combined the biology immune system theory with particle swarm algorithm by the following phases. Firstly, the scheduling objective and constrain condition were served as antibodies while solutions was served as antigens. Secondly, the particles were encoded as workpiece processing sequence. Furthermore, a concentration selection strategy was adopted to maintain the particle diversity. Finally, comparing with genetic algorithm and PSO, case results showed that immune PSO algorithm not only optimized results and convergence velocity but also had a small fluctuation.

    Number of references:  5

    Main heading:  Particle swarm optimization (PSO)

    Controlled terms:  Algorithms  -  Antigens  -  Biology  -  Convergence of numerical methods  -  Machine shop practice

    Uncontrolled terms:  Artificial immune  -  Constrain condition  -  Convergence velocity  -  Immune algorithm  -  Immune particle swarm optimization  -  Immune PSO  -  Immune systems  -  Particle swarm algorithm  -  Permutation flow shop  -  Permutation flow shops   -  Small fluctuation  -  Work pieces

    Classification code:  921.6 Numerical Methods  -  921.5 Optimization Techniques  -  921 Mathematics  -  723 Computer Software, Data Handling and Applications  -  604.2 Machining Operations  -  461.9.1 Immunology  -  461.9 Biology

    DOI:  10.4028/www.scientific.net/KEM.419-420.133

    Database:  Compendex

       Compilation and indexing terms, © 2009 Elsevier Inc

  • danshw

    楼上查的链接是清华镜像,不是国际出口!所以显示是JA。

  • hyzgh

    引用回帖:
    Originally posted by danshw at 2010-02-10 23:52:59:
    楼上查的链接是清华镜像,不是国际出口!所以显示是JA。

    国际出口的,如下:
    Accession number:  20094512426482

    Title:  An immune particle swarm optimization algorithm for solving permutation flowshop problem

    Authors:  Qiu, Chang-Hua1, 2 ; Wang, Can1  

    Author affiliation:  1  College of Mechanical and Electrical Engineering, Harbin Engineering University, Harbin 150001, China

    2  Heilongjiang Modern Manufacturing Engineering Research Center, Harbin 150001, China


    Corresponding author:  Qiu, C.-H. (qiuchanghua@hrbeu.edu.cn)  

    Source title:  Key Engineering Materials

    Abbreviated source title:  Key Eng Mat

    Volume:  419-420

    Issue date:  2010

    Publication year:  2010

    Pages:  133-136

    Language:  English

    ISSN:  10139826

    CODEN:  KEMAEY

    Document type:  Conference article (CA)

    Publisher:  Trans Tech Publications Ltd, Laubisrutistr.24, Stafa-Zuerich, CH-8712, Switzerland

    Abstract:  To solve the permutation flowshop problem more effectively, a novel artificial immune particle swarm optimization (PSO) algorithm has been proposed. The new algorithm combined the biology immune system theory with particle swarm algorithm by the following phases. Firstly, the scheduling objective and constrain condition were served as antibodies while solutions was served as antigens. Secondly, the particles were encoded as workpiece processing sequence. Furthermore, a concentration selection strategy was adopted to maintain the particle diversity. Finally, comparing with genetic algorithm and PSO, case results showed that immune PSO algorithm not only optimized results and convergence velocity but also had a small fluctuation.

    Number of references:  5

    Main heading:  Particle swarm optimization (PSO)

    Controlled terms:  Algorithms  -  Antigens  -  Biology  -  Convergence of numerical methods  -  Machine shop practice

    Uncontrolled terms:  Artificial immune  -  Constrain condition  -  Convergence velocity  -  Immune algorithm  -  Immune particle swarm optimization  -  Immune PSO  -  Immune systems  -  Particle swarm algorithm  -  Permutation flow shop  -  Permutation flow shops   -  Small fluctuation  -  Work pieces

    Classification code:  921.6 Numerical Methods  -  921.5 Optimization Techniques  -  921 Mathematics  -  723 Computer Software, Data Handling and Applications  -  604.2 Machining Operations  -  461.9.1 Immunology  -  461.9 Biology

    DOI:  10.4028/www.scientific.net/KEM.419-420.133

    Database:  Compendex

       Compilation and indexing terms, © 2009 Elsevier Inc

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