k -均值与简单相加权的结合在大学营销选址与策略决策中的应用

Muhamad Ali Kasri, H. Jati
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引用次数: 3

摘要

每年UNIMUDA Sorong都会欢迎新学生,并不断推广以吸引更多的学生。这个过程产生了越来越多的学生数据。另一方面,吸引新生的促销策略面临着地域的泛化、时间的无效、人员的有限、成本的低效率等障碍。本研究考察了新的学生数据和大学营销策略,以优化时间、精力和成本。它使用K-Means方法进行数据分组,使用简单加性加权(Simple Additive Weighting, SAW)对数据分组结果进行排序。本研究的结果表明,可以使用K-Means方法从聚类过程中确定提升的位置。剪影系数检验使数据聚类无效,SAW方法有助于排序过程获得促销位置序列。排序结果反映了预先确定的决策表,该决策表根据促销策略指导促销地点的选择。这两种方法的结合有助于确定地点和营销策略,以优化时间、精力和成本。本研究的结果可作为管理层根据地点和学生背景决定正确的促销策略的比较参考。
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Combination of K-Means and Simple Additive Weighting in Deciding Locations and Strategies of University Marketing
Every year UNIMUDA Sorong welcomes new students and keeps promoting to attract more. The process generates a growing number of student data. On the other hand, the promotional strategy to attract new students faces obstacles such as generalization among locations, ineffective time, limited personnel to carry out promotions, and cost inefficiency. This study examines the new student data and university marketing strategies to optimize time, effort, and cost. It uses the K-Means method for data grouping and the Simple Additive Weighting (SAW) for ranking the results of data grouping. The result of this research suggests that the location of promotion may be determined from the clustering process using the K-Means method. The silhouette coefficient test invalidates the data clustering, and the SAW method helps the ranking process to obtain a sequence of promotion locations. The ranking results reflect the predetermined decision table that directs promotion location selection according to the promotion strategy. The combination of the two methods helps to decide the location and marketing strategy to optimize time, effort, and cost. The results of this study may be used as a comparative reference for the management to decide the right promotion strategy based on the locations and student background.
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