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作 者:温学兵[1] 刘洋 王秋萍[3] WEN Xuebing;LIU Yang;WANG Qiuping(Editorial Department, Shenyang Normal University, Shenyang 110034, China;Mathematics Group, Tieling Qiushi Middle School, Tieling 112000, China;College of International Education, Shenyang Normal University, Shenyang 110034, China)
机构地区:[1]沈阳师范大学学报编辑部,沈阳110034 [2]铁岭市私立求实中学数学组,辽宁铁岭112000 [3]沈阳师范大学国际教育学院,沈阳110034
出 处:《沈阳师范大学学报(自然科学版)》2021年第6期523-526,共4页Journal of Shenyang Normal University:Natural Science Edition
基 金:辽宁省科技厅自然科学基金资助项目(20180550996)。
摘 要:研究中国科技期刊各量化评价指标间的相关关系,构建结构模型,为指标的分类研究和评价体系构建提供参考。先利用粗糙集理论将期刊评价指标约简处理,然后根据指标理论意义进行分类,再利用结构方程模型原理进行指标间的相关性和因果关系认定。使用2014版《中文核心期刊要目总览》所列期刊,选择其与2017版《中国科技期刊引证报告(扩刊版)》中共同含有的工程技术类期刊的相应数据,并将其分为3类,基于结构方程模型和粗糙集理论,应用AMOS 20.0软件,对工程技术类期刊的17个量化指标307个数据进行遴选和相关性分析。结果表明,几个指标之间存在相关关系,且在把结构模型方程方法用于学术期刊量化指标研究中,首次获得了满足所有指标要求的测量模型和结构模型。In this paper we study the correlation among the quantitative evaluation indexes of Chinesesci-tech journals,construct the structural model,and provide reference for the classification research of indexes and the construction of evaluation system.Rough set theory reduces the evaluation indicators of journals,then classifies them according to their theoretical significance,and uses structural equation model to identify the correlation and causality between indicators.Based on structural equation model and rough set theory,through AMOS 20.0 software,this paper uses the journals listed in the 2014 Edition of“Overview of Chinese Core Journals”and the corresponding data of engineering journals included in the 2017 edition of"Citation Report of Chinese Science and Technology Journals(Expanded Edition)".The selection and correlation analysis of 307 data of 17 quantitative indexes of engineering journals are carried out.The results show that there is correlation among several indexes,and the measurement model and structure model satisfying all indexes requirements are obtained for the first time by applying structural model equation method to quantitative index research of academic journals.
关 键 词:期刊评价指标 结构方程模型方法 结构模型 粗糙集理论
分 类 号:G255.2[文化科学—图书馆学] O213[理学—概率论与数理统计]
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