基于大数据分析的高层次科技人才评价体系构建研究

Xue Wu
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引用次数: 0

摘要

摘要本文分析了高层次创新人才的三层包容关系,梳理了基于大数据技术的高层次科技人才评价模型结构。针对高层次科技人才的评价问题,构建模糊神经网络模型,同时利用R&D中学效应对高层次科技人才的创新成果进行评价。利用6个一级指标、14个二级指标和48个三级指标,构建高层次科技创新人才评价指标体系。建立层次分析结构模型,通过判断矩阵和一致性检验对指标数据进行评价,输出指标权重。通过对比实验分析模糊层次分析中不同输入层神经元指标模型的相关性。采用实证分析方法对a组高水平科技人才的创新评价得分进行分析。实验结果表明,当输入层包含48个神经元时,损失值在[0.132,1.765]范围内,损失下降最快,指标相关性越强,模糊神经网络回归模型的泛化能力越强。A组高水平科技人才一、二级指标评价总分分别为3.54、3.869分,对A组高水平科技人才创新能力的整体评价较好。好。
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Research on the construction of evaluation system for high-level scientific and technological talents based on big data analysis
Abstract This paper analyzes the three-level inclusion relationship of high-level innovative talents and combs the structure of high-level scientific and technological talent evaluation models based on big data technology. Aiming at the evaluation problems of high-level scientific and technological talents, a fuzzy neural network model is constructed, and at the same time, the R&D middle school effect is utilized to evaluate the innovation achievements of high-level scientific and technological talents. Construct the evaluation index system of high-level scientific and technological innovative talents by utilizing 6 first-level indexes, 14 second-level indexes and 48 third-level indexes. Create a hierarchical analysis structure model, evaluate the indicator data through a judgment matrix and consistency test, and output the indicator weights. Analyze the relevance of the indicator model for different input layer neurons in fuzzy hierarchical analysis through comparative experiments. Use empirical analysis to analyze the innovative evaluation scores of high-level scientific and technological talents in Group A. The experimental results show that when the input layer contains 48 neurons, the loss value ranges from [0.132,1.765], the loss decreases the fastest, the stronger the indicator correlation, the stronger the generalization ability of the fuzzy neural network regression model. The overall scores of the evaluation of high-level scientific and technological talents of Group A for the first and second-level indicators are 3.54 and 3.869, respectively, and the overall view of Group A’s high-level scientific and technological talent innovative ability is better. Good.
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来源期刊
Applied Mathematics and Nonlinear Sciences
Applied Mathematics and Nonlinear Sciences Engineering-Engineering (miscellaneous)
CiteScore
2.90
自引率
25.80%
发文量
203
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