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您的检索式：作者名="Rinkle RANI"
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| 1 | 一种直观的一般秩相关系数(英文)显示文摘相关分析是研究数据模式和预测的有效机制。在看似无关的数据中建立相关性可得到许多有趣发现。提出一种算法,用于量化相关性理论并得出一个直观且更精确的相关系数。为计算配对值之间相关性,提出一项预测指标,称为一般秩相关系数。其满足预测指标的5个基本标准:样本规模的独立性、数值介于-1与1之间、测量单调性程度、对异常值不敏感性、直观演示。此外,使用实时数据集和随机数模拟实验对该指标进行验证。同时,展示了所提方程的数学推导过程,并与斯皮尔曼等级相关系数比较。结果表明,该指标在所有预测度量标准上均优于现存指标。 | Divya PANDOVE Shivani GOEL Rinkle RANI | 2018 | Frontiers of Information Technology & Electronic Engineering2018，19，6： | 2 |
| 2 | An Optimized Framework for Surgical Team Selection显示文摘In the healthcare system,a surgical team is a unit of experienced personnel who provide medical care to surgical patients during surgery.Selecting a surgical team is challenging for a multispecialty hospital as the performance of its members affects the efficiency and reliability of the hospital’s patient care.The effectiveness of a surgical team depends not only on its individual members but also on the coordination among them.In this paper,we addressed the challenges of surgical team selection faced by a multispecialty hospital and proposed a decision-making framework for selecting the optimal list of surgical teams for a given patient.The proposed framework focused on improving the existing surgical history management system by arranging surgery-bound patients into optimal subgroups based on similar characteristics and selecting an optimal list of surgical teams for a new surgical patient based on the patient’s subgroups.For this end,two population-based meta-heuristic algorithms for clustering of mixed datasets and multi-objective optimization were proposed.The proposed algorithms were tested using different datasets and benchmark functions.Furthermore,the proposed framework was validated through a case study of a real postoperative surgical dataset obtained from the orthopedic surgery department of a multispecialty hospital in India.The results revealed that the proposed framework was efficient in arranging patients in optimal groups as well as selecting optimal surgical teams for a given patient. | Hemant Petwal Rinkle Rani | 2021 | Computers, Materials & Continua2021，，11： | 0 |
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