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Grey relational analysis model of classified variables and its application in Jiangsu universities' entrepreneurship education achievements

机译:分类变量的灰色关系分析模型及其在江苏大学创业教育成果中的应用

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Nowadays, entrepreneurship is drawing more and more attention all over China. Many policies are carried out to promote entrepreneurship and innovation. As the vital implementation subjects of entrepreneurship education, universities are providing strong fiscal, policy support and human resources for students' entrepreneurship practices, launching courses on entrepreneurship as well as encouraging students to participate in various entrepreneurship competitions. Jiangsu, as an educational-clustered province with the largest numbers of university and key laboratory is actively echoing with the higher education trend. With the approach of “Popular Entrepreneurship and Innovation” era, Jiangsu universities are responsible to boost the development of New Business Initiative Plan. The current Grey Relational Analysis (hereafter as GRA) model hasn't involved classified variables yet, while many variables like age, gender are shown as classified variables in the field of social science and economics. Thus, this thesis attempts to set a GRA model of classified variables for the sake of practical analysis. Statistics and Econometrics researches always use virtual variables to represent classified variables. Nevertheless, applying virtual variables may cause some problems in GRA. Because of the application of virtual variables, the area between the classified variables sequence and the X axis is relatively fixed, which will have impact on the calculation results of GRA. In addition, the results will be sensible to the sequence dimension. We divide the sequence into several subsequences based on the category. If the classified variables have no influence on each other, there will be no distance between the subsequences. In this way, we convert the relationship of classified variables to that of subsequences. Then, the idea of absolute degree of grey incidence can be applied to calculate the GRA of subsequences and describe the effects of classified variables. During the calculation, the sequence is divided into several subsequences based on classified variables. Then, the equilong subsequences are constructed. Normally, the lengths of subsequences can hardly become equal, so we firstly sort the subsequences by the shortest sequence length. According to the Most Similar Principle, we cut out and generate all the subsequences. In this way, we achieve the equilong subsequences. Finally, the GRA is calculated out. As the case study, we use the above-mentioned GRA model to study whether colleges/universities types have any impacts on the effects of university entrepreneurship education. Based on the goal-oriented, scientific, complete, systematic and operability principles of the evaluation index, the determined evaluation indexes which reflect the effect of university Innovation and Entrepreneurship Education(hereafter as IEE) input include entrepreneurship project approval, ratio of self-employed students, and Entrepreneurship Competition Awards. In the method of questionnaires and interviews, the research investigates 150 relevant departments, such as the Department of Student Affairs, the Office of Academic Affairs and the Innovation Incubation Center of 36 universities in Jiangsu. To ensure the comprehensiveness and general applicability, the respondents cover 985 and 211 Project universities, ordinary universities as well as vocational colleges. One hundred and eight among 150 questionnaires have been taken back for providing the effective data. The valid withdrawal ratio is 72%. According to the calculation method, we calculated the GRA between all the indexes of IEE achievements and the colleges/universities types. The results show that colleges/universities type has the greatest relevancy with the Entrepreneurship Competition Awards, which is followed by the number of Entrepreneurship Project Approval; the Ratio of Self-employed Students is the least relevant with colleges/universities type. The larger the relevancy is, the more the
机译:如今,企业家精神越来越多地关注中国。进行了许多政策,以促进创业和创新。作为创业教育的重要实施主题,大学正在为学生的创业实践提供强大的财政,政策支持和人力资源,开展企业家精神的课程,以及鼓励学生参加各种创业竞赛。江苏作为一个具有最多大学和重点实验室的教育集群省份正在积极与高等教育趋势积极回荡。随着“受欢迎的企业家精神与创新”时代的方法,江苏大学负责提高新的业务倡议计划的发展。目前的灰色关系分析(以下称为GRA)模型尚未涉及分类变量,而许多变量像年龄一样,性别在社会科学与经济学领域被显示为分类变量。因此,为了实际分析,本文试图设定分类变量的GRA模型。统计和经验性研究始终使用虚拟变量来表示分类变量。然而,应用虚拟变量可能会导致GRA中的一些问题。由于应用虚拟变量,分类变量序列和X轴之间的区域相对固定,这将对GRA的计算结果产生影响。此外,结果对序列尺寸是明智的。我们将序列划分为基于该类别的几个子篇文档。如果分类变量对彼此没有影响,则随后会有距离。通过这种方式,我们将分类变量的关系转换为子序列的关系。然后,可以应用绝对灰色入射度的思想来计算子序列的GRA并描述分类变量的效果。在计算过程中,序列基于分类变量划分为几个子序列。然后,构建了EquiLong子序列。通常,子序列的长度几乎不能变得相等,因此我们首先通过最短的序列长度对子序列进行排序。根据最相似的原则,我们剪出并产生了所有的子序列。通过这种方式,我们实现了EquiLong子句。最后,计算出Gra。如案例研究,我们使用上述GRA模型来研究高校/大学是否对大学企业家教育的影响产生任何影响。基于评价指标的目标导向,科学,完整,系统和可操作性原则,确定了反映了大学创新和企业家精神教育的效果的评价指标(以下,作为IEE)投入的效果包括创业项目批准,自雇人员的比例学生,创业竞赛奖。在问卷和访谈的方法中,研究调查了150个有关部门,如学生事务部,学术事务办公室,江苏36所大学的创新孵化中心。为了确保全面和一般适用性,受访者涵盖了985年和211个项目大学,普通大学以及职业院校。 150个问卷中的一百八次已被回收,以提供有效数据。有效的提取率为72 %。根据计算方法,我们计算了IEE成就和大学/大学类型的所有指标之间的GRA。结果表明,高校/大学与企业家竞争奖有最大的相关性,其次是创业项目批准的数量;自雇学生的比例与大学/大学类型最不相关。相关性越大,越多

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