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基于结构CRITIC法的学术期刊评价指标的赋权方法及比较

吴林娟 赵国俊

统计与决策2024,Vol.40Issue(1):56-62,7.
统计与决策2024,Vol.40Issue(1):56-62,7.DOI:10.13546/j.cnki.tjyjc.2024.01.010

基于结构CRITIC法的学术期刊评价指标的赋权方法及比较

Structural CRITIC-based Weighting Method for Academic Journals Evaluation Index and Comparison

吴林娟 1赵国俊2

作者信息

  • 1. 南京工程学院 学报编辑部,南京 211167
  • 2. 南京工程学院数理学院,南京 211167
  • 折叠

摘要

Abstract

In the complex and multivariate journal evaluation process,the issue of assigning weight to each evaluation index is often involved.Different evaluation index weighting schemes directly affect the results of journal evaluation,so how to determine the index weighting is an important issue.Based on the weighting principle of the CRITIC method and combined with analytic hi-erarchy process(AHP),this paper proposes a new weight determination method combining subjective and objective weighting methods,namely the structural CRITIC method,and then employs the data of 17 mathematical journals selected from the Annual Report for Chinese Academic Journal Impact Factors(Natural Science),and at the same time uses the other three weighting meth-ods including the original CRITIC method to make comparative analyses.The results show that the difference of the weighting re-sults between the subjective weighting method and the objective weighting method affects the recognition of the evaluation results,that the selection of the weighting method should consider its applicability,and that the structural CRITIC method is a calculating method which can reflect the weight of index more objectively and subjectively in the journal evaluation.The structural CRITIC method provides a new weighting method for the evaluation of academic journals.

关键词

学术期刊评价/结构CRITIC法/主客观赋权法

Key words

academic journal evaluation/structural CRITIC method/subjective and objective weighting method

分类

社会科学

引用本文复制引用

吴林娟,赵国俊..基于结构CRITIC法的学术期刊评价指标的赋权方法及比较[J].统计与决策,2024,40(1):56-62,7.

基金项目

江苏高校哲学社会科学研究一般项目(2023SJYB0445) (2023SJYB0445)

南京工程学院产业经济与创新管理研究院开放基金资助项目(JGKC202205) (JGKC202205)

统计与决策

OA北大核心CHSSCDCSSCICSTPCD

1002-6487

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