Abstract
Colleges and universities attach great importance to the quality of undergraduate teaching. To virtually guarantee the course's teaching quality, the key lies in recommending suitable teachers for the course scientifically. It is a seemingly simple but very complicated problem. Moreover, with the development of colleges and universities, new courses are continually set up, and new teachers are introduced, which further complicates the problem. The problem has not been solved well for many years. Therefore, we propose a course teacher recommendation model (FCTR-LFM) based on fuzzy clustering and the latent factor model (LFM) to solve this problem. Firstly, under the guidance of pedagogy theories and methods, we conduct quantitative modeling for teachers and courses' relevant characteristics and combine the quantitative results with historical teaching scores to establish a large-scale sparse course teaching evaluation matrix as the recommendation dataset. Next, we adopt the improved fuzzy clustering model to realize teachers' automatic clustering according to their characteristics and use the teacher cluster to reconstruct the teaching evaluation matrix, significantly reducing the dataset's size and reducing the sparsity. Then, we used the improved LFM to predict the score items in the evaluation matrix, including the missing score items. Finally, the prediction evaluation scores are sorted according to the course, and the TOP-N recommendation of the course teachers is realized. The experimental results show that FCTR-LFM can realize the prediction and recommendation well using the optimized parameters. It effectively solves the problem that there is no scientific basis for recommending suitable teachers for the course for a long time.
Highlights
At present, colleges and universities still attach great importance to undergraduate teaching quality under the situation that new courses and teachers are constantly introduced
Where Tst,course denotes the normalized value of the teaching score of the course taught by the teacher t; vt,course denotes the comprehensive result of the teaching score of the course taught by the teacher t; vmin denotes the lowest value in all the teaching scores; vmax denotes the highest value in all the teaching scores; Emax denotes the highest value after normalization; and Emin denotes the lowest value after normalization, which is set to 0.1 in this study
We construct the FCTR-latent factor model (LFM) algorithm based on fuzzy clustering and LFM
Summary
Colleges and universities still attach great importance to undergraduate teaching quality under the situation that new courses and teachers are constantly introduced. Based on the improved LFM, the evaluation matrix is decomposed into the product of two lowdimensional matrices containing implicit factors It reflects the implicit relation between teacher characteristics, course characteristics, and teaching grading. A series of quantitative models are defined under the pedagogical norms, which are used to quantify teachers’ Educational Background, Degree, Title, Gender, Age, Teaching Age, Job Matching, Professional Matching and Teaching Style, as well as Course Difficulty and Teaching Score These are used to construct the teaching evaluation matrix as the experimental data set. The high-dimensional sparse evaluation matrix is decomposed into the product of two low-dimensional matrices with implicit internal relations to predict the evaluation between teacher clusters and curriculum effectively This way, it solves the problem that other methods can not reflect the implicit relationship among teacher characteristics, curriculum characteristics, and teaching scores and improves prediction efficiency. VI, we conclude the paper and point out new directions for research
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