用K-means算法帮大学生分群,匹配更合适的职业路径。
Research on Individual Trait Clustering and Development Pathway Adaptation Based on the K-means Algorithm
- 基于CET-4、GPA等数据,用K-means将3000+学生分为4类。
- 不同特征组合的学生适合不同职业方向,提升就业成功率。
- 为个性化生涯规划提供数据支持,适合教育AI研究者。
随着信息技术发展,人工智能与机器学习在教育领域的应用潜力巨大。本研究旨在探索如何利用K-means聚类算法为大学生提供精准职业指导。现有方法多聚焦于职业路径预测,却较少关注学生多元特征组合与特定职业方向的适配性。研究分析了3000余名学生的CET-4成绩、GPA、人格特质及学生干部经历数据,采用K-means聚类算法将学生划分为四个主要群体。该算法通过最小化簇内平方误差,使同一簇内学生特征高度相似,不同簇间差异最大化。基于聚类结果,为每类学生提供针对性职业建议。结果显示,不同特征组合的学生适宜不同职业方向,为个性化职业指导提供了科学依据,有效提升了学生就业成功率。未来研究可通过扩大样本量、增加特征变量并考虑外部因素进一步提升聚类精度与指导效果。
原文摘要 · Abstract (English)
With the development of information technology, the application of artificial intelligence and machine learning in the field of education shows great potential. This study aims to explore how to utilize K-means clustering algorithm to provide accurate career guidance for college students. Existing methods mostly focus on the prediction of career paths, but there are fewer studies on the fitness of students with different combinations of characteristics in specific career directions. In this study, we analyze the data of more than 3000 students on their CET-4 scores, GPA, personality traits and student cadre experiences, and use the K-means clustering algorithm to classify the students into four main groups. The K-means clustering algorithm groups students with similar characteristics into one group by minimizing the intra-cluster squared error, ensuring that the students within the same cluster are highly similar in their characteristics, and that differences between different clusters are maximized. Based on the clustering results, targeted career guidance suggestions are provided for each group. The results of the study show that students with different combinations of characteristics are suitable for different career directions, which provides a scientific basis for personalized career guidance and effectively enhances students' employment success rate. Future research can further improve the precision of clustering and the guidance effect by expanding the sample size, increasing the feature variables and considering external factors.
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