基于K-Means算法与K-Medoids聚类的皇家第一医院服务分析

Christnatalis Christnatalis, Eric Claudyo, L. Lucky, Hery Kristover Manullang, Arus Iman Zebua
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摘要

医院是卫生系统的一个组成部分,旨在提供全面的个人卫生保健。这包括住院、门诊和急诊服务。医院要想具有竞争力,就必须提供高质量的服务,坚持标准,并为所有人群提供服务。根据341项医院服务质量调查的数据,医院的发展使患者能够确定哪家机构最能满足他们的护理需求。挑战之一是确保患者满意,从而建立对所提供服务的信任。影响保健服务质量的因素包括资源的可用性、保险期间的服务设施、获取信息的便利性以及服务的及时性。皇家普里玛麦丹医院强调公共安全在其服务中的重要性。本研究旨在了解责任和可靠性对保险公司安全的影响。这项研究是在位于Puskesmas Padang Bulan的皇家Prima Medan医院进行的一项描述性分析研究。资料收集方法包括观察法、问卷调查法、访谈法、文献法和文献法。分析比较了K-Means和K-Methoids聚类算法的结果,K-Means方法得到5个聚类,满意度得分为2.701288,K-Methoids方法得到2个聚类,满意度得分为2.71。对比分析表明,K-Methoids聚类方法产生的聚类数量少于K-Means聚类方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analysis of Royal Prima Hospital service with a comparison between the K-Means Algorithm method and K-Medoids Clustering
Hospitals are an integral component of the health system, aimed at providing comprehensive individual healthcare. This includes inpatient, outpatient, and emergency services. For hospitals to be competitive, it is imperative that they offer high-quality services, adhere to standards, and serve all demographics. Drawing data from 341 Hospital Service Quality Surveys, the development of hospitals allows patients to determine which institution best meets their care needs. One of the challenges is ensuring patient satisfaction, thus building trust in the provided services. Factors influencing the quality of health services include the availability of resources, service facilities during the insurance period, ease of accessing information, and timeliness of services. The Royal Prima Medan Hospital emphasizes the utmost importance of public safety in its services. The study aims to understand the influence of responsibility and reliability on insurance company safety. This research is a descriptive analytical study conducted at the Royal Prima Medan Hospital, located at Puskesmas Padang Bulan. Data collection methods ranged from observation, questionnaires, interviews, documentation to literature review. The analysis compared the results of the K-Means and K-Methoids Clustering algorithms, with the K-Means method yielding five clusters and a satisfaction score of 2.701288, while the K-Methoids method resulted in two clusters with a satisfaction score of 2.71. The comparative analysis revealed that the K-Methoids Clustering method produces fewer clusters than the K-Means method.
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