Qian JiDong, Zhou GuoHui, He Wei, Cui YanLing, Deng HanLin
School of Computer Science and Information, Harbin Normal University, Harbin, 150000, China.
Heliyon. 2024 Jul 3;10(13):e34034. doi: 10.1016/j.heliyon.2024.e34034. eCollection 2024 Jul 15.
The establishment of a reasonable teacher evaluation indicator system has always been a research hotspot in teacher evaluation. Simplifying and essential indicators are the foundation for maintaining the speed and accuracy of teacher evaluation. Therefore, optimizing indicators in a convincing and interpretable manner becomes highly important. Due to the complex causal relationships and fuzzy uncertainties among teacher evaluation indicators, this paper proposes a method that combines the Triangular Fuzzy Decision-making Trial and Evaluation Laboratory Model (Fuzzy-DEMATEL) with Backpropagation Neural Network (BP) to optimize the complexity of assessment systems and identify key indicators, thereby establishing a precise and rational teacher evaluation index system. DEMATEL allows us to simplify and analyze the complex causal relationships among assessment indicators, mapping them into a causal relationship diagram. Fuzzy logic effectively handles the fuzzy and uncertain relationships among the indicators, converting fuzzy information into computable forms. The BP neural network is a data training model that, from an objective data perspective, compensates for subjective errors, thereby optimizing our indicator results. In addition, we conducted empirical and comparative research using relevant data from the TIMSS 2019 dataset, and found that this method can reduce the original indicator quantity by approximately 28 %-30 %, compared to methods such as Multi-Criteria Decision Making (MCDM), the results are superior and the indicators are more accurate.
建立合理的教师评价指标体系一直是教师评价领域的研究热点。简化且关键的指标是保证教师评价速度和准确性的基础。因此,以一种有说服力且可解释的方式优化指标变得至关重要。由于教师评价指标之间存在复杂的因果关系和模糊不确定性,本文提出一种将三角模糊决策试验与评价实验室模型(Fuzzy-DEMATEL)和反向传播神经网络(BP)相结合的方法,以优化评价体系的复杂性并识别关键指标,从而建立一个精确合理的教师评价指标体系。DEMATEL使我们能够简化和分析评价指标之间复杂的因果关系,并将其映射到因果关系图中。模糊逻辑有效地处理指标之间模糊和不确定的关系,将模糊信息转化为可计算的形式。BP神经网络是一种数据训练模型,从客观数据的角度弥补主观误差,从而优化我们的指标结果。此外,我们利用2019年国际数学和科学趋势研究(TIMSS)数据集相关数据进行了实证和比较研究,发现与多准则决策(MCDM)等方法相比,该方法可将原始指标数量减少约28%-30%,结果更优且指标更准确。